tag:blogger.com,1999:blog-29663714873226291362023-11-16T08:48:33.693-08:00Share about Firmware-Hardware and the latest USB Type-C PD technology. 希望透過這個blog,分享軔硬體之間的動作,用到Python、Arduino。另外會分享新的USB PD Type-C Spec。
By this blog, I want to share the interaction of Firmware and Hardware. And some of the latest USB spec. If you have question, please don't hesitate to contact with me.
My e-mail address: zsnes631@yahoo.com.tw
KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.comBlogger35125tag:blogger.com,1999:blog-2966371487322629136.post-6889470551203909242021-06-04T18:21:00.005-07:002022-02-07T00:23:41.192-08:00USB PD 3.1 EPR mode for 28V, 36V,48V application<p> </p><p>It is defined VBUS 5V~20V in USB PD 3.0 version, it is added 28V, 36V, 48V in USB PD 3.1 spec, that is called EPR(Extended Power Range. Base on maximum 5A current condition, the maximum power support to 48V/5A=240W.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY2ElwFe3UGPS0mJFOyYeZ3skFEt8-iGgE6zWozcDcmvds0O6SmaCGm116u8UdmhuQOZ8t49yuXhZrTDzz91-6OJCenbwKHtP7kDgfHaNsTa8474M5IeT640f_WMpFtH4StljvBc52V-0//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="445" data-original-width="1230" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY2ElwFe3UGPS0mJFOyYeZ3skFEt8-iGgE6zWozcDcmvds0O6SmaCGm116u8UdmhuQOZ8t49yuXhZrTDzz91-6OJCenbwKHtP7kDgfHaNsTa8474M5IeT640f_WMpFtH4StljvBc52V-0/w640-h232/image.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">It also added the function like the PPS in PD 3.1 EPR mode. it is called the EPR AVS(Adjustable Voltage Supply). The minimum voltage step is 20mV in PPS, however the minimum voltage step is 100mV in AVS. Sink can ask Source to output 15.1V、15.2V.....47.9V、48V. There are CV(Constant voltage) and CL(Current limit) modes in PPS, but there is only CV mode in AVS.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWTf_8jR93FUaclum8nzD7bKQXRdVIDRkge05l_Q1SV2GYOo5tLeQzQfDsluUsm22R20brs86aKp0zNMsb49fUirbFbClM0ORuYUmYlYS0kGIrUSqOjlUI0jc-tOXhcbMPUG7pNXBsLTw//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="249" data-original-width="1140" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWTf_8jR93FUaclum8nzD7bKQXRdVIDRkge05l_Q1SV2GYOo5tLeQzQfDsluUsm22R20brs86aKp0zNMsb49fUirbFbClM0ORuYUmYlYS0kGIrUSqOjlUI0jc-tOXhcbMPUG7pNXBsLTw/w640-h140/image.png" width="640" /></a></div><div class="separator" style="clear: both;"><br /></div><div style="text-align: left;">There are only Fixed output voltage 28V, 386,48V in EPR mode, but output voltage can be 100mV a step between 15V to 48V after enter AVS mode,</div><br /></div><div class="separator" style="clear: both; text-align: center;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj25Rp_1HN9oecAZU0rvHMbEbDW8WqOcmlLJ-t5sVoDRKRrZdCw9R9LT1hoxc5CMqiBljGzxWSrxDs8M2BhMsVhrlcoBoULh9XvFJuzFIyCjBjqtpDm8mdN7JyuYPe8HiGhSKVCTwqnbi8//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="808" data-original-width="1412" height="366" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj25Rp_1HN9oecAZU0rvHMbEbDW8WqOcmlLJ-t5sVoDRKRrZdCw9R9LT1hoxc5CMqiBljGzxWSrxDs8M2BhMsVhrlcoBoULh9XvFJuzFIyCjBjqtpDm8mdN7JyuYPe8HiGhSKVCTwqnbi8/w640-h366/image.png" width="640" /></a></div></div></blockquote><p style="text-align: left;"><span style="text-align: left;">The Source device's PDP(PD Power) between 100W and 140W can use only EPR 28V, it can't operateon 36V and 48V. The Source device's PDP above 180W can use EPR 48V mode.</span></p></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu6WaJJetwf_9dBAVPMb4fIyvNg2SaLDfkGylAWHiRX7nlQSQ2amKVnMLkIaz_bl2ZXO8QpE_Z5bGAJsJIs4ljuZ_mhM8QyI3u8IPy4ZVKvozpdmGnMCDJw6S6x5sYGXANHlhimADb8k0//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="452" data-original-width="1459" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu6WaJJetwf_9dBAVPMb4fIyvNg2SaLDfkGylAWHiRX7nlQSQ2amKVnMLkIaz_bl2ZXO8QpE_Z5bGAJsJIs4ljuZ_mhM8QyI3u8IPy4ZVKvozpdmGnMCDJw6S6x5sYGXANHlhimADb8k0/w640-h198/image.png" width="640" /></a></div><div style="text-align: left;"><br /></div><div style="text-align: left;">If Source and Sink want to enter EPR mode, the cable EPR is needed. The communication procedure is showed as below. Establishing standard PD contract at first, when Sink ask to enter EPR mode the ,Source would try to communicate with cable to identify if Cable is EPR Cable. EPR Type-C cable can resist voltage 50V, it is different from standard Type-C 20V cable. But if cable is part of EPR Source device, Source can bypass the action of identifying EPR cable.</div><div style="text-align: left;"><br /></div></div><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><span style="font-size: 14pt;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbHPzG3Eg8FGxx73Cp8opTWzMRdb7E7eNx8OhgYu8mGaGWm5MZuw4NJYRJ5Lx-66QDCxAkj8m68ZR9Iv11mSFoGfOAOmHcXn4E0rn3gqTQ-8_jlOl8g3ZHPQi4-jzJyR_uxvTYpdK71F4//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="762" data-original-width="920" height="530" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbHPzG3Eg8FGxx73Cp8opTWzMRdb7E7eNx8OhgYu8mGaGWm5MZuw4NJYRJ5Lx-66QDCxAkj8m68ZR9Iv11mSFoGfOAOmHcXn4E0rn3gqTQ-8_jlOl8g3ZHPQi4-jzJyR_uxvTYpdK71F4/w640-h530/image.png" width="640" /></a></div><br /><br /></span></div><div style="text-align: left;"><span style="font-size: 14pt;">Reference:1.https://www.usb.org/sites/default/files/USB%20Power%20Delivery%2020210602.zip</span></div><div style="text-align: left;"><span style="font-size: 14pt;">USB_PD_R3_1 V1.0 202105.pdf</span></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p><br /></p><p><br /></p>KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-64483250924225385492021-06-03T20:12:00.002-07:002022-02-07T00:23:47.182-08:00USB PD 3.1 EPR模式在28V, 36V, 48V應用<p> </p><p>在PD3.0的規範,只有定義到5V~20V,但在PD3.1版本,新增了28V,36,48V,稱為EPR(Extended Power Range)。在最大電流5A的條件下,表示最大功率為48V/5A=240W。</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY2ElwFe3UGPS0mJFOyYeZ3skFEt8-iGgE6zWozcDcmvds0O6SmaCGm116u8UdmhuQOZ8t49yuXhZrTDzz91-6OJCenbwKHtP7kDgfHaNsTa8474M5IeT640f_WMpFtH4StljvBc52V-0//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="445" data-original-width="1230" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY2ElwFe3UGPS0mJFOyYeZ3skFEt8-iGgE6zWozcDcmvds0O6SmaCGm116u8UdmhuQOZ8t49yuXhZrTDzz91-6OJCenbwKHtP7kDgfHaNsTa8474M5IeT640f_WMpFtH4StljvBc52V-0/w640-h232/image.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">在PD3.1與EPR的模式下,也加入了類似PPS的功能,稱為EPR AVS(Adjustable Voltage Supply)。在PPS裡,最小電壓步階是20mV,在AVS裡,最小電壓步階是100mV。Sink可以要求Source輸出15.1V、15.2V.....47.9V、48V。在PSS有Current limit mode,讓Source進入限流模式,但在AVS只有CV(constant voltage)模式。</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWTf_8jR93FUaclum8nzD7bKQXRdVIDRkge05l_Q1SV2GYOo5tLeQzQfDsluUsm22R20brs86aKp0zNMsb49fUirbFbClM0ORuYUmYlYS0kGIrUSqOjlUI0jc-tOXhcbMPUG7pNXBsLTw//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="249" data-original-width="1140" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWTf_8jR93FUaclum8nzD7bKQXRdVIDRkge05l_Q1SV2GYOo5tLeQzQfDsluUsm22R20brs86aKp0zNMsb49fUirbFbClM0ORuYUmYlYS0kGIrUSqOjlUI0jc-tOXhcbMPUG7pNXBsLTw/w640-h140/image.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;">在EPR模式,只有28V,36V,48V,但進到AVS模式,就可以在15V~48V之間的電壓,每100mV步階升壓。</div><br /></div><div class="separator" style="clear: both; text-align: center;"><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj25Rp_1HN9oecAZU0rvHMbEbDW8WqOcmlLJ-t5sVoDRKRrZdCw9R9LT1hoxc5CMqiBljGzxWSrxDs8M2BhMsVhrlcoBoULh9XvFJuzFIyCjBjqtpDm8mdN7JyuYPe8HiGhSKVCTwqnbi8//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="808" data-original-width="1412" height="366" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj25Rp_1HN9oecAZU0rvHMbEbDW8WqOcmlLJ-t5sVoDRKRrZdCw9R9LT1hoxc5CMqiBljGzxWSrxDs8M2BhMsVhrlcoBoULh9XvFJuzFIyCjBjqtpDm8mdN7JyuYPe8HiGhSKVCTwqnbi8/w640-h366/image.png" width="640" /></a></div><br /><div style="text-align: left;">在Source設置的輸出功率 PDP,在100W~140W,只能用EPR模式的28V,不能用36V與48V。PDP要到180W以上,才能用到EPR的48V。</div></div></blockquote></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu6WaJJetwf_9dBAVPMb4fIyvNg2SaLDfkGylAWHiRX7nlQSQ2amKVnMLkIaz_bl2ZXO8QpE_Z5bGAJsJIs4ljuZ_mhM8QyI3u8IPy4ZVKvozpdmGnMCDJw6S6x5sYGXANHlhimADb8k0//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="452" data-original-width="1459" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu6WaJJetwf_9dBAVPMb4fIyvNg2SaLDfkGylAWHiRX7nlQSQ2amKVnMLkIaz_bl2ZXO8QpE_Z5bGAJsJIs4ljuZ_mhM8QyI3u8IPy4ZVKvozpdmGnMCDJw6S6x5sYGXANHlhimADb8k0/w640-h198/image.png" width="640" /></a></div><br /><div style="text-align: left;">在Source與Sink要進到EPR模式,需要搭配EPR Cable,溝通流程如下圖,在一開始先建標準的PD溝通,當Sink要求要進到EPR模式後,Source就會試著跟Cable溝通,確認連接的Cable是否為EPR Cable。EPR Type-C Cable能承受50V的電壓,與標準Type-C Cable 20V不同,所以要操作在EPR模式,一定要使用EPR Cable。但如果EPR Source本身就是有帶線的,Source與Cable是一體的,Source就可以省略掉確認EPR cable這個動作。</div></div><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><span style="font-size: 14pt;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbHPzG3Eg8FGxx73Cp8opTWzMRdb7E7eNx8OhgYu8mGaGWm5MZuw4NJYRJ5Lx-66QDCxAkj8m68ZR9Iv11mSFoGfOAOmHcXn4E0rn3gqTQ-8_jlOl8g3ZHPQi4-jzJyR_uxvTYpdK71F4//" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="762" data-original-width="920" height="530" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbHPzG3Eg8FGxx73Cp8opTWzMRdb7E7eNx8OhgYu8mGaGWm5MZuw4NJYRJ5Lx-66QDCxAkj8m68ZR9Iv11mSFoGfOAOmHcXn4E0rn3gqTQ-8_jlOl8g3ZHPQi4-jzJyR_uxvTYpdK71F4/w640-h530/image.png" width="640" /></a></div><br /><br /></span></div><div style="text-align: left;"><span style="font-size: 14pt;">Reference:1.https://www.usb.org/sites/default/files/USB%20Power%20Delivery%2020210602.zip</span></div><div style="text-align: left;"><span style="font-size: 14pt;">USB_PD_R3_1 V1.0 202105.pdf</span></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><p></p>KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-77892804518125084802020-03-22T06:24:00.001-07:002022-02-07T00:23:55.619-08:00DSP TI TMS320F283xx eCAN Mailbox TX/RX設置<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
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<span style="font-family: Arial, Helvetica, sans-serif; font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;">這篇文章是寫,要如何設置設置TMS320F283xx的TX/RX暫存器,</span><span style="font-family: Arial, Helvetica, sans-serif;">來傳送、</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif; font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;">接</span><span style="font-family: Arial, Helvetica, sans-serif;">收資料,</span><span style="font-family: Arial, Helvetica, sans-serif;">在接收訊息過載了,要如何處理。還有如何用</span><span style="font-family: Arial, Helvetica, sans-serif;">遠端通訊格式</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif; font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;">(Remote Frame)來向另一</span>個CAN節點(Node)要求資料,或是回應遠端節</span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif; font-weight: normal;">點的要求。</span></h3>
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<span style="font-size: 14pt;"><span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt; font-weight: bold;"><span style="font-size: 14pt;">1.1</span>設置Mailbox用來傳送,以Mailbox 1為例</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">1. 將Mailbox 1所對應的CANTRS.1設為"0",但對CANTRS.1寫入"0"是無效 </span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 的,</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">而是將</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">MSGCTRL的RTR設為"1",就可以清除CANTRS.1。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">2. 將Mailbox1所對應的CANME.1設為"0",用來Disable Mailbox1,才能去設定</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> Mailbox1的</span><span style="font-size: 14pt;">參數。</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">3.初始化Mailbox1的參數,其中MSGID的AAE,AME bit設為"0",作為一般傳送</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 模式。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> a.設置Mailbox1.MSGID=0x15AC0000</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> b.設置</span><span style="font-size: 14pt;">Mailbox1.MSGCTRL,MSGCTRL.DLC為要傳送資料的長度,</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> MSGCTRL.RTR設為"0"</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> c.設置CANMD.1為"1",用來將Mailbox1設為Transmitter</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;">4.</span><span style="font-size: 14pt;">將Mailbox1所對應的CANME.1設為"1",重新將Mailbox1 Enable。</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #010101; font-size: 14pt; font-weight: bold;">1.2</span><span style="color: #010101; font-size: 18.6667px; font-weight: 700;">設置要傳送的訊息,發送訊息</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">1.當CANMC.DBO被設為"0",表示最低byte先,當設定MSGCTRL設為2,表示</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> 要傳送的2個Bytes存在CANMDL.31~16,對CANMD寫入xxxx0000h</span><span style="font-size: 14pt;">(xxxx為</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><span style="font-size: 14pt;"> 要傳的資料)。</span>。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">2.設置CANTRS.1為"1",開始去傳送訊息。等待TA.1為"1",表示這筆資料傳送</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 成功。CANTRS.1會自動被清除。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;">3.要從同一個Mailbox傳送下一筆訊息,要再更新</span><span style="font-size: 14pt;">Mailbox </span><span style="font-size: 14pt;">RAM </span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> (CANMDL/CANMDH)</span><span style="font-size: 14pt;">後,再回到步驟2,設置CANTRS.1將訊息發送出去。</span></span></div>
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<span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt; font-weight: bold;">2.1設置Mailbox用來接收,以Mailbox 3為例</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;">1. 將Mailbox 3</span><span style="font-size: 14pt;">所對應的CANME.3設為"0",用來關閉Mailbox3,才能去設定</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> Mailbox3的</span><span style="font-size: 14pt;">參數。</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">2.在Mailbox3.MSGID寫入預設的ID到MSGID.ID[28:0],在MSGID有AME bit,</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> 如果設為"1",</span><span style="font-size: 14pt;">就是開啟"接收遮罩"功能,</span><span style="font-size: 14pt;">再到LAM裡[28:0]bit設定那些bit是</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> don't care。在傳送端發送ID時,</span><span style="font-size: 14pt;">接收端只要去比較</span><span style="font-size: 14pt;">沒有被遮罩的位元,</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> don't </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">care的bit就不用比較。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">3.要將Mailbox3設為接收端(receiver),就要設CANMD.3為"1"。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">4.當現有資料存在mailbox, 希望設定要被保護,不被新接收到的訊息覆蓋。可</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 以</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">由寫入保護暫存器(</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">CANOPC)裡</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">bit 0~31設定對應的mailbox為"1"。另外可</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 以由</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">軟體的方式將新接收到的訊息存到</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">其他的mailbox,避免新訊息被忽略</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 掉。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">5.設定完成,將CANME.3設為"1",啟動Mailbox3。</span></div>
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<span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt; font-weight: bold;">2.2設置Mailbox用來接收</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">1.當有新的訊息要存入Mailbox3時,CANRMP.3會被設為"1",表示有接收到訊</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> 息。另外中斷旗標也會被設置,</span><span style="font-size: 14pt;">通知CPU到Mailbox RAM讀取訊息。</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;">2.CPU需要先將CANRMP.3清除掉再去讀取訊息,並且確認接收訊息遺失</span><span style="font-size: 14pt;">暫存</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 器RML.3是否為"1",依照不同的應用,CPU需要確認如何處理訊息遺失的現</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 象。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;">3.在CPU從Mailbox讀取</span><span style="font-size: 14pt;">訊息後,需要再去確認在讀取訊息的過程中,有新的資</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 料進到Mailbox而讓CANRMP再次被設為"1"。</span></div>
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<span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 18.6667px; font-weight: 700;">2.3過載訊息狀況處理</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">1.如果CPU讀取訊息的時間不夠快,就需要為這個ID設置更多的mailbox來接</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> 收。例如Mailbox 3,4,5有相同的ID,</span><span style="font-size: 14pt;">相同MASK,在SCC, Mailbox 3,4,5的Mask</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 值一致,都由LAM(3)設定。在eCAN模式,每個Mailbox有自已的LAM設定,</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> 可以設成</span><span style="font-size: 14pt;">LAM(3), LAM(4), LAM(5)。</span><span style="font-size: 14pt;">為了避免資料遺失,設置過寫入保護</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> OPC暫存器,避免</span><span style="font-size: 18.6667px;">Mailbox 4,5</span><span style="font-size: 14pt;">未讀的訊息被覆蓋。</span><span style="font-size: 14pt;">當CAN module接收到訊</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 息,會先存在Mailbox5 。如果Mailbox5對應的RMP為"1",就會存到</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 18.6667px;"> Mailbox</span><span style="font-size: 14pt;">4。如果</span><span style="font-size: 18.6667px;">Mailbox</span><span style="font-size: 14pt;">4對應的RMP也為"1",就會存到</span><span style="font-size: 18.6667px;">Mailbox</span><span style="font-size: 14pt;"> 3,因為</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 18.6667px;"> Mailbox</span><span style="font-size: 14pt;">3沒有被設為OPC,</span><span style="font-size: 14pt;">所以如果前一筆資料還沒被讀取,又有新資料進</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> 來,就會覆蓋掉原本的資料,並讓Mailbox</span><span style="font-size: 14pt;">3對應</span><span style="font-size: 14pt;">的RML為"1",表示接收的資</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 料遺失,並由RMLIF發出中斷通知CPU。</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;">2.另外在</span><span style="font-size: 18.6667px;">一筆資料量超過8 bytes的情況</span><span style="font-size: 14pt;">,也可以由Mailbox4發出中斷讓CPU一次</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> 取Mailbox</span><span style="font-size: 14pt;">4與Mailbox</span><span style="font-size: 14pt;">5的</span><span style="font-size: 14pt;">訊息。</span></span></div>
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<span style="font-size: 14pt;"><span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt; font-weight: bold; min-height: 12pt;">3.遠端通訊格式處理</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;">兩個功能,是CAN Module對某個節點(Node)要求資料,第二個功能是</span><span style="font-size: 14pt;">某個Node</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 發出請求要CAN Module回覆資料。</span></div>
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<span style="min-height: 12pt;"><span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt; font-weight: bold;">3.1.1 對另一個Node要求資料</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">當CAN Module要對某個Node要求資料,CAN Module先設置自已為接收端,</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">以</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">Mailbox3為例子,CPU的執行程序如下。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;">1.設置Mailbox3的MSGCTRL裡的RTR bit為"1",表示從Mailbox3發出遠端幀</span><span style="font-size: 14pt;">要</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> 求</span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> (Remote Frame Request)給某個Node,</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">並由Mailbox 3接收遠端回傳的資</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 料。</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">也設定MSGCTRL裡的DLC為"2",表示回傳的資料長度為2 Bytes長度。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">2.設置Mailbox3的MSGID為0x4F780000,表示AME(Acceptance mask enable)</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 為"1",會使用acceptance mask。因外MSGID.IDE被設為"0",表示為標準</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ID,</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">MSGID.ID 28:0只有28:18有效,</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">所以發送的ID為0x0F780000"右移18</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 位,</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">等於0x3DE。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">3.設置CANTRS.3為"1",就會從Mailbox3發送Remote Frame Request給對應ID</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 的</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">Node。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">4.等待RMP.3被設置為"1",表示有接收到資料。</span></div>
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<span style="min-height: 12pt;"><span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt; font-weight: bold;">3.1.2 回應遠端資料要求</span></span></div>
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<span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">當CAN Module是做為傳送端,被某個Node要求回傳資料。</span></div>
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<span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">1.在Mailbox enable前,先在CANMD設置此Mailbox為傳送端,設置它的</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #010101; font-size: 14pt;"> MSGID.AAM bit</span><span style="color: #010101; font-size: 14pt;">為"1",這樣Mailbox</span><span style="color: #010101; font-size: 14pt;">在收到Remote </span><span style="color: #010101; font-size: 14pt;">request後,自動回覆</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #010101; font-size: 14pt;"> Mailbox message(CANMDL,</span><span style="color: #010101; font-size: 14pt;">CANMDH)內的資料。設置MSGID為</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #010101; font-size: 14pt;"> 0x35AC0000, 表示AAM bit為"1", ID[28:0]為</span><span style="color: #010101; font-size: 14pt;">0x15AC0000。</span></span></div>
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<span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">2. 設置要回覆的資料在CANMDL,CANMDH。</span></div>
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<span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">3. 在CANME將Mailbox設置為enable,將來收到remote request後,TRS bit</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #010101; font-size: 14pt;"> 會自動被設</span><span style="color: #010101; font-size: 14pt;">為"1",並將資料傳送到遠端的Node。在傳送資料後,CANTA對 </span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #010101; font-size: 14pt;"> 應的Mailbox_n bit會</span><span style="color: #010101; font-size: 14pt;">被設為"1"。CPU可以在這個bit被設為"1"後,更新</span></span><br />
<span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> Message資料。</span></div>
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<span style="min-height: 12pt;"><span style="color: #010101; font-family: Arial, Helvetica, sans-serif; font-size: 14pt; font-weight: bold;">3.2 在自動回覆模式時,更新回覆內容</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">1.設置CANMC CDR bit為"1",CANMC的MBNR選擇要設定的Mailbox。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">2.更新Mailbox內的資料CANMDL,CANMDH, </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">3.將設置CANMC.CDR bit為"0",表示資料更改完成。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">#在設置CDR更新資料前,如果TRSn已經設置,就可能會傳送舊的</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 資料,而不是更新後的資料。要避免這個問題,就用TRRn 將傳送要求取消,</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> 等到資料更新後,再重新設置TRSn,發起傳送請求。</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">下面是TI TMS320F2833X的參考程式碼,設置迴圈100次,由Mailbox25連續發送訊息。</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">
Example_2833xEcanA_to_B_Xmit.c</span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">// Step 5. User specific code</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> // Write to the MSGID field</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14pt;"> </span><span style="color: #328712; font-size: 14pt;"> ECanaMboxes.MBOX25.MSGID.all = 0x95555555; </span><span style="font-size: 14pt;"> // Extended Identifier</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> // Configure Mailbox under test as a Transmit mailbox</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaShadow.CANMD.all = ECanaRegs.CANMD.all;</span></span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaShadow.CANMD.bit.MD25 = 0;</span></span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaRegs.CANMD.all = ECanaShadow.CANMD.all;</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> // Enable Mailbox under test</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaShadow.CANME.all = ECanaRegs.CANME.all;</span></span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaShadow.CANME.bit.ME25 = 1;</span></span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaRegs.CANME.all = ECanaShadow.CANME.all;</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> // Write to DLC field in Master Control reg</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> <span style="color: #328712; font-size: 14pt;"> ECanaMboxes.MBOX25.MSGCTRL.bit.DLC = 8;</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> // Write to the mailbox RAM field</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaMboxes.MBOX25.MDL.all = 0x55555555;</span></span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaMboxes.MBOX25.MDH.all = 0x55555555;</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> // Begin transmitting</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> //</span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> for(i=0; i < TXCOUNT; i++)</span></span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> {</span></span></div>
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<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaShadow.CANTRS.all = 0;</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><span style="color: #328712; font-size: 14pt;"> ECanaShadow.CANTRS.bit.TRS25 = 1; </span> // Set TRS for mailbox under test</span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaRegs.CANTRS.all = ECanaShadow.CANTRS.all;</span></span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> do</span></span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> {</span></span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaShadow.CANTA.all = ECanaRegs.CANTA.all;</span></span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><span style="color: #328712; font-size: 14pt;"> } while(ECanaShadow.CANTA.bit.TA25 == 0 );</span>// Wait for TA5 bit to be set</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaShadow.CANTA.all = 0;</span></span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><span style="color: #328712; font-size: 14pt;"> ECanaShadow.CANTA.bit.TA25 = 1; </span> // Clear TA5</span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> ECanaRegs.CANTA.all = ECanaShadow.CANTA.all;</span></span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> loopcount ++;</span></span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> }</span></span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"> __asm(" ESTOP0"); // Stop here</span></span></div>
<div>
<span style="font-size: 14pt;"><span style="color: #328712; font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">}</span></span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;"><br /></span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">//</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">// End of File</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14pt;">//</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="background-color: #fff9ee; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 15.4px;">Reference</span><br />
<span style="background-color: #fff9ee; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 15.4px;">1.TMS320x2833x, 2823x DSP Enhanced Controller Area Network (eCAN) User's Guide</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-38364655135006571642020-02-21T20:02:00.002-08:002020-02-21T20:03:11.441-08:00DSP TI TMS320F283xx eCAN初始化<span style="font-size: large;"><br /></span>
<span style="font-size: large;">在開始使用DSP2833x前,需要對它進行初始化,下面是初始化的步驟與TI 提供的eCAN初始</span><span style="font-size: large;">參考程式。</span><br />
<span style="font-size: large;">CAN bit-timing需要根據系統需求去設置,其他需要設定的是開啟eCANA還是eCANB,由那兩個GPIO。</span><br />
<span style="font-size: large;"><br /></span>
<h3>
<b><span style="font-size: large;">DSP2833x eCAN功能初始化步驟</span></b></h3>
<div style="-en-clipboard: true; min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: xx-small;"><span style="font-size: large; font-weight: bold;">InitSysCtrl()</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">將CAN module的Clock致能:在SysCtrlRegs.PCLKCR0.bit,將要用到的</span></span><span style="color: #010101; font-family: arial, helvetica, sans-serif; font-size: large;">ECANAENCLK 與/或 </span><br />
<span style="color: #010101; font-family: arial, helvetica, sans-serif; font-size: large;">ECANBENCLK設為"1"。</span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-weight: bold; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">InitECanGpio()</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Step 1.設定CANRXA、CANTXA所對應的GPIO pin,在GPAPUD將這兩pin設為"0"</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="color: #010101; min-height: 11pt;"> 使內部</span><span style="color: #010101;">Pullup關閉。</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Step 2.設置CANRXA所對應的GPIO pin,做為input,在GPAQSELx暫存器將這</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> pin設為非同步(Asynchronous),因為它不是一般GPIO功能,而是周邊通</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> 訊功能。</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="color: #010101; min-height: 11pt;">Step 3.</span><span style="color: #010101; min-height: 11pt;">設定CANRXA、CANTXA所對應的兩個GPIO pin,在GPIO GUAMUX2將</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="color: #010101; min-height: 11pt;"> 它們設</span><span style="color: #010101;">為CANRXA, CANTXA。</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: xx-small;"><span style="font-size: large; font-weight: bold;">InitECan()</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="min-height: 11pt;"><span style="color: #010101;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Step 1. 將 CANTX、CANRX pins設為CAN功能。</span></span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="min-height: 11pt;"><span style="color: #010101;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> a. Write CANTIOC.3:0 = 0x08</span></span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="min-height: 11pt;"><span style="color: #010101;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> b. Write CANRIOC.3:0 = 0x08</span></span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Step 2.設置Master control暫存器CAMMC的SCB,"1"表示為High end CAN ccontroller,</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> "0"表示為Standard Can controller</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="color: #010101; min-height: 11pt;">Step 3.</span>初始化設定,<span style="color: #010101; min-height: 11pt;">將所有Mailbox的Message control暫存器</span>MSGCTR設為"0",。</span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> 將一些旗標暫存器CANTA, CANRMP, CANGIF0, CANGIF1寫入"1",確保它們</span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> 被清除為"0"。</span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Step 4.要設置CAN bit timing前,要發設定CANMC.CCR為"1",請求修改CANBTC,再</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> 來就要等待CANES.CCE為"1",表示CPU允許CANBTC被設置。</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Step 5.從CANBTC暫存器,來設置期望的CAN bit timing. 可以參考我另一篇</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> "DSP TI TMS320F283xx eCAN module control 與 Bit-Timing設定"</span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Step 6.完成CANBTC設定後,將CANMC.CCR設為"0",要求回到正常模式。然後等待</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> CANES.CCE為"0",表示CPU同意。</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Step 7.發送、接收Mailbox都有對應的MSGID,在設置MSGID前,要將Mailbox disable,</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="color: #010101; min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> 由CANME為"0"來完成。</span></span></div>
<div style="min-height: 11pt; text-align: left;">
<span style="min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></span>
<span style="min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">#eCanaRegs不支援位元操作,所以要設置這些暫存器時,要先將暫存器先存到</span></span><br />
<span style="min-height: 11pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">ECanaShadow, </span></span><span style="font-family: arial, helvetica, sans-serif; font-size: large;">做為它的影子,然後在ECanaShadow上設置位元後,再存回eCanaRegs。</span></div>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><br /></span>
<h3>
<b><span style="font-size: large;">DSP2833x參考程式碼</span></b></h3>
<div>
<span style="font-weight: bold;"><span style="font-size: large;">DSP2833x_SysCtrl.c</span></span></div>
<div>
<span style="font-size: large;">InitSysCtrl(void)->InitPeripheralClocks();</span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;"> SysCtrlRegs.PCLKCR0.bit.ECANAENCLK=1; // eCAN-A</span></span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;"> SysCtrlRegs.PCLKCR0.bit.ECANBENCLK=1; // eCAN-B</span></span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-weight: bold;"><span style="font-size: large;">DSP2833x_ECan.c</span></span></div>
<div>
<span style="font-size: large;"><span style="color: #328712; font-weight: bold;">void InitECana(void) </span><span style="color: #328712;"> </span> // Initialize eCAN-A module</span></div>
<div>
<span style="font-size: large;">{</span></div>
<div>
<span style="font-size: large;">/* Create a shadow register structure for the CAN control registers. This is</span></div>
<div>
<span style="font-size: large;">needed, since only 32-bit access is allowed to these registers. 16-bit access</span></div>
<div>
<span style="font-size: large;">to these registers could potentially corrupt the register contents or return</span></div>
<div>
<span style="font-size: large;">false data. This is especially true while writing to/reading from a bit</span></div>
<div>
<span style="font-size: large;">(or group of bits) among bits 16 - 31 */</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;">struct ECAN_REGS ECanaShadow;</span></span></div>
<div>
<span style="font-size: large;"><span style="color: #328712;"> EALLOW; </span> // EALLOW enables access to protected bits</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;">/* Configure eCAN RX and TX pins for CAN operation using eCAN regs*/ </span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANTIOC.all = ECanaRegs.CANTIOC.all;</span></span></div>
<div>
<span style="font-size: large;"><span style="color: #328712;"> ECanaShadow.CANTIOC.bit.TXFUNC = 1; </span> //設置CAN RX PIN做為CAN Receiver功能</span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;"> ECanaRegs.CANTIOC.all = ECanaShadow.CANTIOC.all;</span></span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANRIOC.all = ECanaRegs.CANRIOC.all;</span></span></div>
<div>
<span style="font-size: large;"><span style="color: #328712;"> ECanaShadow.CANRIOC.bit.RXFUNC = 1; </span>//設置CAN RX PIN做為CAN Receiver功能</span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;"> ECanaRegs.CANRIOC.all = ECanaShadow.CANRIOC.all;</span></span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;">/* Configure eCAN for HECC mode - (reqd to access mailboxes 16 thru 31) */</span></div>
<div>
<span style="font-size: large;"> // HECC mode also enables time-stamping feature</span></div>
<div>
<span style="font-size: large;">//設置SCB bit為1,表示eCAN做為HECC(High-end-CAN Controller)</span></div>
<div>
<span style="font-size: large;">//設置SCB bit為0,表示為SCC(Standard CAN Controller)</span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANMC.all = ECanaRegs.CANMC.all;</span></span></div>
<div>
<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANMC.bit.SCB = 1; </span></span></div>
<div>
<span style="font-size: large;"><span style="color: #328712;"> ECanaRegs.CANMC.all = ECanaShadow.CANMC.all; </span> </span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;">/* Initialize all bits of 'Master Control Field' to zero */</span></div>
<div>
<span style="font-size: large;">// Some bits of MSGCTRL register come up in an unknown state. For proper operation,</span></div>
<div>
<span style="font-size: large;">// all bits (including reserved bits) of MSGCTRL must be initialized to zero</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX0.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX1.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX2.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX3.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX4.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX5.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX6.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX7.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX8.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX9.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX10.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX11.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX12.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX13.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX14.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX15.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX16.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX17.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX18.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX19.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX20.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX21.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX22.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX23.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX24.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX25.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX26.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX27.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX28.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX29.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX30.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"> ECanaMboxes.MBOX31.MSGCTRL.all = 0x00000000;</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;">// TAn, RMPn, GIFn bits are all zero upon reset and are cleared again</span></div>
<div>
<span style="font-size: large;">// as a matter of precaution.</span></div>
<div>
<span style="font-size: large;"><span style="color: #328712;"> ECanaRegs.CANTA.all = 0xFFFFFFFF; </span> //CANTA為Transmission ACK bit, 寫入"1"去清除。</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"><span style="color: #328712;"> ECanaRegs.CANRMP.all = 0xFFFFFFFF; </span>//CANRMP為Receive message pending,</span></div>
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<span style="font-size: large;"> //對應的bit表示這個mailbox有存message了,寫入"1"去清除。</span></div>
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<span style="font-size: large;"><span style="color: #328712;"> ECanaRegs.CANGIF0.all = 0xFFFFFFFF; </span>/* Clear all interrupt flag bits */ CANGIF0為Globe interrupt flag</span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaRegs.CANGIF1.all = 0xFFFFFFFF;</span></span></div>
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<span style="font-size: large;"><br /></span></div>
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<h4>
<span style="font-size: large;"><b>/* Configure bit timing parameters for eCANA*/</b></span></h4>
</div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANMC.all = ECanaRegs.CANMC.all;</span></span></div>
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<span style="font-size: large;"><span style="color: #328712;"> ECanaShadow.CANMC.bit.CCR = 1 ; </span>//請求修改配置CANBTC、接收屏蔽CANGAM、LAM0。</span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaRegs.CANMC.all = ECanaShadow.CANMC.all;</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANES.all = ECanaRegs.CANES.all;</span></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> do</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> {</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANES.all = ECanaRegs.CANES.all; </span></span></div>
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<span style="font-size: large;"><span style="color: #328712;"> } while(ECanaShadow.CANES.bit.CCE != 1 ); </span> // 將值存到Shadon暫存器,等待CCE1為1後,</span></div>
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<span style="font-size: large;"> //可以開始去設置CANBTC暫存器</span></div>
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<span style="font-size: large;"> <span style="color: #328712;">ECanaShadow.CANBTC.all = 0; </span> //設Shadown裡CANBTC為0。<span style="color: #328712;"> </span></span></div>
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<span style="font-size: large;"><span style="color: #328712;"> #if (CPU_FRQ_150MHZ) </span>// CPU_FRQ_150MHz is defined in DSP2833x_Examples.h</span></div>
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<span style="font-size: large;"><span style="color: #328712;"> </span>/* The following block for all 150 MHz SYSCLKOUT - default. Bit rate = 1 Mbps */</span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANBTC.bit.BRPREG = 9;</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANBTC.bit.TSEG2REG = 2;</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANBTC.bit.TSEG1REG = 10;</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> #endif</span></span></div>
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<span style="font-size: large;"><span style="color: #328712;"> #if (CPU_FRQ_100MHZ</span>) // CPU_FRQ_100MHz is defined in DSP2833x_Examples.h</span></div>
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<span style="font-size: large;"> /* The following block is only for 100 MHz SYSCLKOUT. Bit rate = 1 Mbps */</span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANBTC.bit.BRPREG = 9;</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANBTC.bit.TSEG2REG = 1;</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANBTC.bit.TSEG1REG = 6;</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> #endif</span></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;"> <span style="color: #328712;"> ECanaShadow.CANBTC.bit.SAM = 1; </span> //每個採樣點取樣3次。</span></div>
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<span style="font-size: large;"><span style="color: #328712;"> ECanaRegs.CANBTC.all = ECanaShadow.CANBTC.all; </span> //將Shadown裡的設置到實際暫存器。</span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANMC.all = ECanaRegs.CANMC.all;</span></span></div>
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<span style="font-size: large;"><span style="color: #328712;"> ECanaShadow.CANMC.bit.CCR = 0 ; </span>// 設置CCR為0,回到正常模式,無法再改CANBTC。</span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaRegs.CANMC.all = ECanaShadow.CANMC.all;</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANES.all = ECanaRegs.CANES.all;</span></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;"> <span style="color: #328712;"> do</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> {</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> ECanaShadow.CANES.all = ECanaRegs.CANES.all;</span></span></div>
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<span style="font-size: large;"><span style="color: #328712;"> } while(ECanaShadow.CANES.bit.CCE != 0 ); </span> // Wait for CCE bit to be cleared..</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">/* Disable all Mailboxes */</span></div>
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<span style="font-size: large;"><span style="color: #328712;"> ECanaRegs.CANME.all = 0; </span>// 在寫入MSGID前,先將CAN Mailbox關閉</span></div>
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<span style="color: #328712; font-size: large;"><br /></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> EDIS;</span></span></div>
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<span style="font-size: large;">}</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">----------------------------------------------------------------------</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="color: #328712; font-weight: bold;"><span style="font-size: large;">void InitECanaGpio(void)</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;">{</span></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> EALLOW;</span></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">/* Enable internal pull-up for the selected CAN pins */</span></div>
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<span style="font-size: large;">// Pull-ups can be enabled or disabled by the user.</span></div>
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<span style="font-size: large;">// This will enable the pullups for the specified pins.</span></div>
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<span style="font-size: large;">// Comment out other unwanted lines.</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;"> <span style="color: #328712;"> GpioCtrlRegs.GPAPUD.bit.GPIO30 = 0; </span> // 關閉GPIO30內部Pullup</span></div>
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<span style="font-size: large;"> <span style="color: #328712;">GpioCtrlRegs.GPAPUD.bit.GPIO31 = 0; </span> // 關閉GPIO31內部Pullup</span></div>
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<span style="font-size: large;"> </span></div>
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<span style="font-size: large;">/* Set qualification for selected CAN pins to asynch only */</span></div>
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<span style="font-size: large;">// Inputs are synchronized to SYSCLKOUT by default.</span></div>
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<span style="font-size: large;">// This will select asynch (no qualification) for the selected pins.</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;"> <span style="color: #328712;"> GpioCtrlRegs.GPAQSEL2.bit.GPIO30 = 3; </span> // Asynch qual for GPIO30 (CANRXA)</span></div>
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<span style="font-size: large;"> //"3"表示Asychronous Qualification</span></div>
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<span style="font-size: large;">/* Configure eCAN-A pins using GPIO regs*/</span></div>
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<span style="font-size: large;">// This specifies which of the possible GPIO pins will be eCAN functional pins.</span></div>
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<span style="font-size: large;"> <span style="color: #328712;">GpioCtrlRegs.GPAMUX2.bit.GPIO30 = 1; </span> // Configure GPIO30 for CANRXA operation</span></div>
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<span style="font-size: large;"><span style="color: #328712;"> </span><span style="color: #328712;"> GpioCtrlRegs.GPAMUX2.bit.GPIO31 = 1; </span> // Configure GPIO31 for CANTXA operation</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="color: #328712;"><span style="font-size: large;"> EDIS;</span></span></div>
<span style="font-size: large;"><br /></span>
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<span style="color: #328712;"><span style="font-size: large;">}</span></span></div>
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<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-67521189447966897362020-01-02T05:32:00.000-08:002020-02-01T21:18:47.424-08:00DSP TI IQ_math and Float format<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">IEEE 754單精度Float為32bit浮點數,TI定義了IQ-Math,在某些沒有FPU的</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">C2000 MCU,用定點來模擬浮點。例如F28035沒有FPU單元,就可以用</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">IQ-Math來做浮點運算,而F28335有FPU單元,就可以用Float來做運算。</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">下面解釋兩者的格式與差異。</span><br />
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<span style="font-size: large;"><b>Float Format</b></span><br />
Float總有有32bit,格式如下<br />
s為正負號(sign),佔1 個bit,0為正, 1為負。<br />
e為指數(exponent),佔8個bit。<br />
f為尾數(fraction),佔23個bit。<br />
數值非平均分佈,離中心值"0"越遠,解析度越差。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJXzxyaIp4XEPtOX6tAgh8fkfCAUK9IL6-G_lnhiy8LvXkLkGQPELTy2nsZDw0tmY8OhIMiiMfU0ifdjjCY4j0vEQJU1iCPZ7TEbvelTZpWD6BXQFP8vB-ZyMcmBBgnZoByeH5QnU8CUw/s1600/Float.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="264" data-original-width="916" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJXzxyaIp4XEPtOX6tAgh8fkfCAUK9IL6-G_lnhiy8LvXkLkGQPELTy2nsZDw0tmY8OhIMiiMfU0ifdjjCY4j0vEQJU1iCPZ7TEbvelTZpWD6BXQFP8vB-ZyMcmBBgnZoByeH5QnU8CUw/s640/Float.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWZUTmpRD31DaOGictxsEyyfnMr7UOqM92sCe8dmYL6VK66-3WXXaaXv8XcoO2Gxd9WHhGjZXor53T4Jx9jdf_WQvH6UHRaodZo8VjBJ1fwww2erj05afOG8ShjiRAszCwrBSFj5J6BNU/s1600/IQ_fomula.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="55" data-original-width="671" height="32" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWZUTmpRD31DaOGictxsEyyfnMr7UOqM92sCe8dmYL6VK66-3WXXaaXv8XcoO2Gxd9WHhGjZXor53T4Jx9jdf_WQvH6UHRaodZo8VjBJ1fwww2erj05afOG8ShjiRAszCwrBSFj5J6BNU/s400/IQ_fomula.jpg" width="400" /></a></div>
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例如:0x41200000 = 0 , 100 0001 0, 010 0000 0000 .... 0000b ,<br />
可以得到 s=0, e=130, f=1.01b = 1.25(十進制), v=2^3 * (1.25)= 10.0。<br />
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<b style="font-size: x-large;">IQ-Math Format</b><br />
TI IQ-Math總共有32bit,I與Q的佔多少bit,是可以設定的,像是I1Q31或I31Q1。<br />
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例如"I8Q24"格式如下:<br />
S為正負號,佔1 個bit,0為正, 1為負。<br />
I為指數,佔7個bit。<br />
f為分數,佔24個bit。<br />
可以表示的範圍為 -2^(I-1)~ 2^(I-1) => -128 ~ 128,解析度為2^(-Q)=2(-24),<br />
所以如果我們要增加表示的範圍,就增加I,要增加解析度,就要增加Q。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmaPzfDKgeGFWTqLWrg2-1MjfvV7WaU1pFtAKDNvOHDHLiWUxo5-nWcv4w1ebepbqAb-DAoQVsOxSs80o0HjAkUHGgeuKEqsdP7FLbclx-B6r9ei61mxQr3U6yk8OdcIeQ_j_PzWpakw0/s1600/IQ.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="257" data-original-width="922" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmaPzfDKgeGFWTqLWrg2-1MjfvV7WaU1pFtAKDNvOHDHLiWUxo5-nWcv4w1ebepbqAb-DAoQVsOxSs80o0HjAkUHGgeuKEqsdP7FLbclx-B6r9ei61mxQr3U6yk8OdcIeQ_j_PzWpakw0/s640/IQ.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYcSAph7JWaUhh7Ij49H80e9_P44Ml8PZvBbrBt4wIFpZcc_bDXl6l_BVbU4PYoR7a136Dh7UTQwWzBbTUnSqp_6GZubfeRNOYW8us_b5JjSEd2WJfdiFIGq_P5Spv5J1_Us3TNQzkHN0/s1600/IQ_calculate.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="95" data-original-width="713" height="83" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYcSAph7JWaUhh7Ij49H80e9_P44Ml8PZvBbrBt4wIFpZcc_bDXl6l_BVbU4PYoR7a136Dh7UTQwWzBbTUnSqp_6GZubfeRNOYW8us_b5JjSEd2WJfdiFIGq_P5Spv5J1_Us3TNQzkHN0/s640/IQ_calculate.jpg" width="640" /></a></div>
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當S=1:表示這個數值為負,在I8Q24,就會有前面的 -2^I= -256,<br />
在2進制就用2的補數來表示負數。例如11010110表示為<br />
負的"101010"= -42<br />
當S=0:就沒有-2^I這個值。將前面的例子11010110將前面的sign<br />
bit改為"0",會得到正數"01010110"=78。<br />
例如:0x41200000 = 0 , 100 0001, 0 010 0000 0000 .... 0000b ,<br />
=2^6+2^0+2^(-3)=65.125。<br />
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<b style="font-size: x-large;">IQ-Math Function</b><br />
浮點運算與IQmath在算數函式、三角函式的指令,<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU5zs3JZ4jsMPS8pYsfYwgDVAmpFyvN2GpW0C4kLB-tOESGGYNXcPOaF7ZuIyvf29kAwUXEXFdj9GS4HJV3Y2JzhcwP3tivGif6dhJXdE59OXgEOHR94H4dOdPtwh-Ukl9a-X3InOnc0k/s1600/IQ_arithmetic.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="638" data-original-width="792" height="321" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU5zs3JZ4jsMPS8pYsfYwgDVAmpFyvN2GpW0C4kLB-tOESGGYNXcPOaF7ZuIyvf29kAwUXEXFdj9GS4HJV3Y2JzhcwP3tivGif6dhJXdE59OXgEOHR94H4dOdPtwh-Ukl9a-X3InOnc0k/s400/IQ_arithmetic.jpg" width="400" /></a><br />
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浮點運算與IQmath的轉換函式。<br />
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Referemce<br />
1.IQ Math on the Texas Instruments
TMS320C28x DSP<br />
<a href="http://read.pudn.com/downloads287/ebook/1294018/IQMath-datasheet/IQmath%E7%9A%84%E4%BD%BF%E7%94%A8.pdf">http://read.pudn.com/downloads287/ebook/1294018/IQMath-datasheet/IQmath%E7%9A%84%E4%BD%BF%E7%94%A8.pdf</a><br />
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<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-10910915061209160582019-12-30T16:22:00.000-08:002019-12-31T18:43:11.320-08:00DSP TI TMS320F283xx eCAN module control 與 Bit-Timing設定<br />
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在設定TI DSP的eCAN module,最先要了解的是主控暫存器與Bit-Timing設定,<br />這篇會寫到暫存器內,有那些位元,要如何設置。另外CAN Bit-Timing的設定<br />會影響到與其他CAN裝置的通訊,需要仔細調試。<br />
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<b>CAN Master control register(主控暫存器)</b><br />
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<span style="font-size: 14pt;">CANMC.SUSP:在Suspend,設為"1"為Free,持續CAN通信。設為"0"為Soft,</span></div>
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<span style="font-size: 14pt;"> 當前訊息發完就關閉。</span></div>
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<span style="font-size: 14pt;">CANMC.MBCC:設定在SCC模式下,受EALLOW保護。設為"1", 在成功收發</span></div>
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<span style="font-size: 14pt;"> Mail16,便清除mail conunter。</span></div>
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<span style="font-size: 14pt;">CANMC.TCC:設"1"去清除Mail counter的MSB BIT,TCC Bit會在一個時鐘</span></div>
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<span style="font-size: 14pt;"> 周期後,自動清除為"0"。</span></div>
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<span style="font-size: 14pt;">CANMC.SCB:設"1"為選擇eCAN模式,設"0"為選擇SCC模式。</span></div>
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<span style="font-size: 14pt;">CANMC.CCR:改變配置請求位元,在SCC模式下,要對CANBTC、 </span></div>
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<span style="font-size: 14pt;"> CANGAM、</span><span style="font-size: 14pt;">LAM0、LAM3寫入設定,需要先將CCR bit設為"1", </span></div>
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<span style="font-size: 14pt;"> 並等到</span><span style="font-size: 14pt;">CANES的CCE顯示為"1"(表示同意後),才能去修改這些</span></div>
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<span style="font-size: 14pt;"> 暫存器</span><span style="font-size: 14pt;">的設定。</span></div>
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<span style="font-size: 14pt;">CAMMC.PDR:本地斷電請求,設PDR位元"1" ,請求將eCAN模組進斷電模</span></div>
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<span style="font-size: 14pt;"> 式,</span><span style="font-size: 14pt;">也包括將eCAN模組</span><span style="font-size: 14pt;">Clock關閉。</span></div>
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<span style="font-size: 14pt;">CAMMC.DBO:傳送/接收資料位元組順序,設DBO為"1",從最低位元組先傳</span></div>
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<span style="font-size: 14pt;"> 收。</span><span style="font-size: 14pt;">設為"0",</span><span style="font-size: 14pt;">則從最高位先組傳收。</span></div>
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<span style="font-size: 14pt;">CAMMC.WUBA:喚醒Bus線方式,設為"1",當Bus線上有活動,就將eCAN模</span></div>
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<span style="font-size: 14pt;"> 組</span><span style="font-size: 14pt;">從斷電模式中喚醒。設為"0",只能寫入PDR bit來喚醒。</span></div>
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<span style="font-size: 14pt;">CAMMC.CDR:改變數據區域請求,在更改CAMMC.MBNR 4:0的區塊資料之</span></div>
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<span style="font-size: 14pt;"> 前,</span><span style="font-size: 14pt;">需要先將CDR </span><span style="font-size: 14pt;">bit</span><span style="font-size: 14pt;">設為"1",在更改完後,要將CDR bit設</span></div>
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<span style="font-size: 14pt;"> 為"0"。</span><span style="font-size: 14pt;">在CDR bit為"1"時,eCAN模組不會傳送那個Mailbox的</span></div>
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<span style="font-size: 14pt;"> 內容。</span></div>
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<span style="font-size: 14pt;">CAMMC.ABO:自動Bus開啟位元,ABO設為"1"時,在Bus off狀態,在偵測到</span></div>
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<span style="font-size: 14pt;"> 第</span><span style="font-size: 14pt;">128*11個隱性位</span><span style="font-size: 14pt;">元後,自動回到Bus on狀態。ABO設</span></div>
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<span style="font-size: 14pt;"> 為"0"時,</span><span style="font-size: 14pt;">在Bus off時,要檢測到連續128*11隱性位元並且CCR</span></div>
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<span style="font-size: 14pt;"> 位元已經</span><span style="font-size: 14pt;">被清除,才會回到Bus on狀態。</span></div>
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<span style="font-size: 14pt;">CAMMC.STM:自我測試模式,在設為"1"後,進入自我測試模式,eCAN模組</span></div>
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<span style="font-size: 14pt;"> 能</span><span style="font-size: 14pt;">自已產生</span><span style="font-size: 14pt;">Ack回應,不需要在Bus上連接其他的模組,發出去</span></div>
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<span style="font-size: 14pt;"> 的資</span><span style="font-size: 14pt;">料會存在合適的mailbox,能被讀取。</span></div>
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<span style="font-size: 14pt;">CAMMC.SRES:軟體重置位元,寫入"1",就能對模組進行軟體重置,所有的</span></div>
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<span style="font-size: 14pt;"> 暫</span><span style="font-size: 14pt;">存器參數,除了被保護的,都會被重置回初始設定。</span></div>
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<span style="font-size: 14pt;">CAMMC.MBNR:有MBNR[4:0]共5個bit,MBNR[4]只有用在eCAN,在SCC無</span></div>
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<span style="font-size: 14pt;"> 效。設定Mailbox</span><span style="font-size: 14pt;">編號</span><span style="font-size: 14pt;">,CPU請求是對應的Mailbox要被用來寫</span></div>
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<span style="font-size: 14pt;"> 入</span><span style="font-size: 14pt;">資</span><span style="font-size: 14pt;">料。與CDR搭配使用。</span></div>
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<span style="font-size: large;"><b>CAN傳輸速率配置</b></span><br />
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<span style="font-size: 14pt;">CAN規範裡,將一個Bit Timing分成四個時間區段,裡面的單位為TQ(Time</span></div>
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<span style="font-size: 14pt;"> Quantum)</span><span style="font-size: 14pt;">圖中的TSEG1,TSEG2、SYNCSEG、SJW都是以TQ為單位。</span></div>
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<span style="font-size: 14pt;">1.SYNC_SEQ:同步節點,長度為1個TQ。</span></div>
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<span style="font-size: 14pt;">2.PROG_SEQ:用來補CAN網路裡的物理延遲時間(兩倍於Bus線上的信號傳播</span></div>
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<span style="font-size: 14pt;"> 延遲,</span><span style="font-size: 14pt;">這個延遲包括了輸入比較延遲與輸出驅動延遲),可以設</span></div>
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<span style="font-size: 14pt;"> 為1~8個TC。</span></div>
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<span style="font-size: 14pt;">3.Phase_SEG1:上升邊緣相位補償</span></div>
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<span style="font-size: 14pt;">4.Phase_SEG2:下降邊緣相位補償</span></div>
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<span style="font-size: 14pt;">5.SJW:</span><span style="font-size: 14pt;">同步跳轉寬度,</span><span style="font-size: 14pt;">用來增大或減小CAN Baudrate的容許偏差量。</span></div>
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<span style="font-size: 14pt;">5.Sample point:</span><span style="font-size: 14pt;">在每個BIT裡TSEG1與TSEG2之間,採樣點的位置,</span><span style="font-size: 14pt;">可以透過調</span></div>
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<span style="font-size: 14pt;"> 整TSEG1與</span><span style="font-size: 14pt;">TSEG2各自的長度,來調整。取樣位置不能太前也</span></div>
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<span style="font-size: 14pt;"> 不能</span><span style="font-size: 14pt;">太後面,不然可能會取到上升沿或下降沿。一般取樣位置</span></div>
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<span style="font-size: 14pt;"> 設定在50%之後,等</span><span style="font-size: 14pt;">待信號穩定再取樣,建議在75%~85%之</span></div>
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<span style="font-size: 14pt;"> 間。</span></div>
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<b>CAN Bit-Timing Configuration register(位元時序設置暫存器)</b></div>
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<span style="font-size: 14pt;">CANBTC.BRP</span><span style="font-size: 14pt;">:</span><span style="font-size: 14pt;">BRP為Baud rate分頻器設定,</span><span style="font-size: 14pt;">TQ=(BRP+1)/BaseCLK。</span></div>
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<span style="font-size: 14pt;"> 在283xx, 2803x的BaseCLK=SYSCLKOUT/2。</span></div>
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<span style="font-size: 14pt;"> 在281x, 280x與2801x的BaseCLK=SYSCLKOUT。</span></div>
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<span style="font-size: 14pt;"> SYSCLKOUT是CAN module的系統時鐘。</span></div>
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<span style="font-size: 14pt;">CANBTC.</span><span style="font-size: 14pt;">TSEG1:</span><span style="font-size: 14pt;">為PROG_SEQ+Phase_SEG1</span></div>
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<span style="font-size: 14pt;">CANBTC.</span><span style="font-size: 14pt;">TSEG2:為Phase_SEQ2。</span></div>
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<span style="font-size: 14pt;">CANBTC.SJW:</span><span style="font-size: 14pt;">SJW可設</span><span style="font-size: 14pt;">定1~4個TQ,</span><span style="font-size: 14pt;">SJW的值直接影响到重同步時相位緩沖 </span></div>
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<span style="font-size: 14pt;"> 段的可調節範圍。選擇</span><span style="font-size: 14pt;">3、4</span><span style="font-size: 14pt;">可以使BUS線上獲得到更大的</span></div>
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<span style="font-size: 14pt;"> Baudrate容許偏差量,一般的要求是3%以上。容</span><span style="font-size: 14pt;">許的偏差量太</span></div>
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<span style="font-size: 14pt;"> 低,通訊失敗的機率就會增加。</span></div>
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<span style="font-size: 14pt;">CANBTC.</span><span style="font-size: 14pt;">SAM:數據</span><span style="font-size: 14pt;">採</span><span style="font-size: 14pt;">樣次數設置,"0"表示每個</span><span style="font-size: 14pt;">採</span><span style="font-size: 14pt;">樣點只採1次,"1"在BRP>4</span></div>
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<span style="font-size: 14pt;"> 時每個採樣點採3次(多數決)。</span><span style="font-size: 14pt;">三次採樣是為了過濾掉Bus線上</span></div>
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<span style="font-size: 14pt;"> 的毛剌,但採用三</span><span style="font-size: 14pt;">次採樣可能會影響到SJW跳轉,所以一般</span><span style="font-size: 14pt;">用</span></div>
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<span style="font-size: 14pt;"> 選用單次採樣。</span></div>
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<span style="font-size: 18.6667px;"><b>Bit timing設置</b></span></div>
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<span style="font-size: 14pt;">當BRP設為49,BaseCLKK為SYSCLKOUT/2=75MHz,</span></div>
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<span style="font-size: 14pt;">TQ=50/75MHZ=0.667us。</span><span style="font-size: 14pt;">假設TSEG1=11個TQ,TSEG2=3個TQ</span></div>
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<span style="font-size: 14pt;">就可以得到tCAN=SYNCSEG+TSEG1+TSEG2=15個TQ=10us。</span></div>
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<span style="font-size: 14pt;">在這個範例可以設定CAN的Bit time為10us,速度為100kbit/s。</span></div>
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Reference<br />
1.TMS320x2833x, 2823x DSP Enhanced Controller Area Network (eCAN) User's Guide<br />
2.<a href="https://zhuanlan.zhihu.com/p/38299092">https://zhuanlan.zhihu.com/p/38299092</a>KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-65526227158138702722019-09-30T06:50:00.002-07:002019-10-15T07:16:26.539-07:00DSP TI TMS320F28335 I2C設置<br />
I2C由SDA在收發資料,由SCL來傳送資料的Clock,Clock讓I2C傳送端與接收端可以<br />
同步,每一個Clock代表一個bit。如下圖,TM320320F28335包含了control、status、<br />
interrupt等暫存器,讓使用者可以藉由設置或讀取這這些暫存器來客制化I2C功能。<br />
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<span style="font-size: large;"><b>I2C發送與接收</b></span><br />
當CPU要從SDA資料線傳送資料出去,是將資料寫入I2CDXR,I2CDXR會再將資料<br />
轉到I2CXSR後,發送中斷信號XRDY,讓CPU知道資料已經被發送出去。<br />
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CPU要從SDA接收資料,資料是先被存到I2CRSR,在I2CRSR將資料更新到I2CDRR<br />
後,發出中斷信號RRDY,讓CPU知道I2C module接收到新的資料,可以去讀取。<br />
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<b><span style="font-size: large;">I2C Clock設定</span></b><br />
當TMS320F28335被設為I2C Master,要設置I2C SCL的Clock頻率,從下圖Figure 3<br />
看到從Device input clock經過PLLCR,再到I2C Moudle IPSC、ICCL/ICC這三個除<br />
頻器,最後產生出Master clock做為SCL的clock。TMS320F28335支援I2C頻率<br />
10K~400KHz,為了要符合這個頻率區間,Moudule clock需要在7-12MHz。<br />
在設定IPSC時,I2CMDR裡的IRS要設為"0"(reset state),如果在IRS為"1"時,修<br />
改IPSC是無效的。<br />
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<b><span style="font-size: large;">Master clock公式</span></b><br />
要得到Tmst(Master clock period),就要先得到Tmod(module clockperiod)、ICCL<br />
、ICCH與d的值。而module clock由input clock除以 (IPSC+1)得出。另外d (delay)<br />
的值如Table 15, 可以得知與IPSC的值有關,為5、6、7其中之1。<br />
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IPSC由暫存器I2CPSC.bit7:0來設定,範圍是 0~255。當IPSC設為"0",就表示<br />
module clock=I2C input clock。在TI的Example code裡,I2C input clock有100MHz<br />
、150MHz兩種設定,為了讓Module clock降到10MHz,符合7~12MHz的範圍,<br />
在I2C input clock為100MHz時,就設IPSC為9,在150MHz時,設IPSC為14。<br />
再來因為IPSC>1,所以d(delay)=5。<br />
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Tmod周期時間為module clock的倒數,Tmmod=1/10MHz=0.1us,再設置ICCL與<br />
ICCH就可以得到Tmst。在TI的Example code裡,設置ICCL=10, ICCH=5,代入<br />
公式,可以得到Tmst=Tmod x [(10+5) + (5+5)]=0.1us x 25= 2.5us,最後得出<br />
Master clock= 1/ Tmst= 400KHz。<br />
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從Figure22可以看到,Tmst是Tmod所計算出來的。<br />
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<b><span style="font-size: large;">I2C中斷事件</span></b><br />
I2C有7個中斷事件,在Figure13可以看到,每個中斷事件,可以由I2CIER去設置<br />
enable/disable,被設為disable的中斷事件,在事件發生時,就不會去通知CPU。<br />
I2CSTR(I2C status register)裡面所對應的bit會會被設"1"。<br />
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XRDYINT:用來通知CPU,原來I2CDXR內資料已經傳送出去,可以再寫入新的<br />
資料到I2CDXR。這個中斷不適用於FIFO模式。<br />
RRDYINT:用來通知CPU,I2CDRR接收到新的資料,CPU可以來讀取。這個中<br />
斷不適用於FIFO模式。<br />
ARDYINT:當I2C Port做為Master,ARDYINT用來通知CPU,前一段I2C命令已<br />
終止,可以再寫入新的命令到I2C module register。<br />
NACKINT:當I2C Port做為Master,在傳送資料給接收端,接收端要在ACK/NACK<br />
bit將SDA訊號下拉,來表示ACK,有接收到資料。如果接收端沒反<br />
應ACK,NACKINT就會被SET,通知CPU,接收端沒接收到資料。<br />
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ALINT:Arbitration-lost為仲裁丟失,當I2C BUS上有兩個或多個I2C Master,企圖<br />
去發送資料時,但I2C Bus上,只能有一個Master,所以需要去仲裁是那個<br />
I2C Master搶到發言權。在TMS320F28335的I2C Master Port沒搶到發信權,<br />
ALINT就會被SET來通知CPU,並由I2C Master轉為Slaver。<br />
SCDINT:在I2C傳送資料的最後,會有個Stop bit,讓I2C Bus上其他的I2C Module在<br />
,在偵測到這個stop事件,可以知道資料傳送結束,否則I2C Bus就是在<br />
busy狀態。SCDINT用來通知CPU,有Stop condition被偵測到。<br />
AASINT:當I2C Port做為Slave,在I2C Bus上接收到另一個I2C Master發送出來位址<br />
資料是這個I2C Port所設定的Slave位址(I2COAR),也就是這個命令是要<br />
傳給自已的 ,則ASSINT會被SET,通知CPU,要去接收後面由I2C Master<br />
傳來的資料。<br />
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<b><span style="font-size: large;">I2C相關暫存器</span></b><br />
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I2COAR:設置在做為Slaver時的address位址。<br />
I2CIER:用來設置那些中斷是有效的。<br />
I2CSTR:用來判斷I2C的狀態,其中有些暫存器要寫入"1"來清除狀態旗標。<br />
I2CCLKL/I2CCLKH:用來設置I2C Master clock的周期時間與頻率。<br />
I2CCNT:用來設置I2C Master是要傳多少Byte或接收傳輸多少Byte的data。<br />
I2CDRR:CPU讀取這個暫存器來接收另一端傳送來的資料。<br />
I2CSAR:在做為I2C Master,設置I2CSAR來設定要操作的Slave address。<br />
I2CMDR:控制I2C進入Start、Stop、Nack、Repeak、Reset等模式,在I2C<br />
收發資料的過程中,需要去設定I2CMDR裡面的bits。<br />
I2CISRC:CPU在收收到中斷通知後,會先讀取I2CISRC來得知是那個<br />
中斷事件發生,再去執行對應的處理程序。讀完I2CISRC後,<br />
在I2CSTR內的Flag會被清除,但I2CSTR的ARDY、RRDY、<br />
XRDY是需要寫入"1"去清除的。<br />
I2CDXR:CPU寫入資料到這個暫存器,來傳送資料給另一端。<br />
I2CEMDR:設置BCM (Backwards compatibility mode),在做為Slave端<br />
並在發送資料時,BCM設置為"0" or "1"會影響I2CSTR<br />
暫存器裡XRDY, XSMT的動作方式。<br />
I2CPSC:設置I2C input clock的除頻多少來轉為I2C module clock。<br />
I2CFFTX/I2CFFRX:在FIFO模式下,TX與RX的控制與狀態暫存器。<br />
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> </span> <span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// Initialize I2C</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CMDR</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">all</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 0x0000; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">//將I2C模式設為Reset/Disable mode </span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CFFTX</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">all</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 0x0000; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// 將FIFO模式關閉,Reset FFTX。。</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CFFRX</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">all</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 0x0040; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// Reset FFRX, FFRX中斷功能關閉。</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> </span> <span style="color: #7f0055; font-family: "consolas"; font-size: 12pt; font-weight: bold; min-height: 13pt;">#if</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">(CPU_FRQ_150MHZ) </span> <span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// 當CPU頻率(SYSCLKOUT)為150MHz,就設置</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CPSC</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">all</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 14; </span> <span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">//</span> <span style="color: #3f7f5f; font-family: "consolas";">PSC為14,</span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">module</span> <span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt; text-decoration: underline;">clk</span> <span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">(150/15 = 10MHz)</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> </span> <span style="color: #7f0055; font-family: "consolas"; font-size: 12pt; font-weight: bold; min-height: 13pt;">#endif</span></div>
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<span style="background: rgb(224 , 224 , 224); font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> </span> <span style="background: rgb(224 , 224 , 224); color: #7f0055; font-family: "consolas"; font-size: 12pt; font-weight: bold; min-height: 13pt;">#if</span> <span style="background: rgb(224 , 224 , 224); font-family: "consolas"; font-size: 12pt; min-height: 13pt;">(CPU_FRQ_100MHZ) </span><span style="background-color: white;"> </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 16px;">//當CPU頻率(SYSCLKOUT)為150MHz,就設置</span></div>
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<span style="background: rgb(224 , 224 , 224); font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.I2CPSC.all = 9; </span><span style="color: #3f7f5f; font-family: "consolas";">//PSC為9,</span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">module</span> <span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">clk</span> <span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">(100/10 = 10MHz)</span></div>
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<span style="background: rgb(224 , 224 , 224); font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> </span> <span style="background: rgb(224 , 224 , 224); color: #7f0055; font-family: "consolas"; font-size: 12pt; font-weight: bold; min-height: 13pt;">#endif</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CCLKL</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 10; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// 注意:不能設為"0"</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CCLKH</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 5; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// </span><span style="color: #3f7f5f; font-family: consolas; font-size: 16px;">注意:不能設為"0"</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CIER</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">all</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 0x24; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// 啟動SCD與ARDY中斷的偵測</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CMDR</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">all</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 0x0020; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// 設置I2C peripheral(裝置)離開Reset mode,</span><br />
<span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> //可以接收Host在I2C Bus發送的命令。 </span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> </span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CFFTX</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">all</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 0x6000; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// 啟動I2C FIFO模式與TX FIFO運作。</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> I2caRegs.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">I2CFFRX</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">.</span><span style="color: #0000c0; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">all</span> <span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">= 0x2040; </span><span style="color: #3f7f5f; font-family: "consolas"; font-size: 12pt; min-height: 13pt;">// 動作 RXFIFO,清除RXFFINT旗標。</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;"> </span> <span style="color: #7f0055; font-family: "consolas"; font-size: 12pt; font-weight: bold; min-height: 13pt;">return</span><span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">;</span></div>
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<span style="font-family: "consolas"; font-size: 12pt; min-height: 13pt;">}</span></div>
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Reference:<br />
1.TI TMS320x2833x, 2823x Inter-Integrated Circuit (I2C) Module Reference Guide (Rev. B)<br />
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<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-61372532962135580392019-09-24T16:51:00.003-07:002019-09-30T06:51:53.403-07:00DSP TI TMS320F28335 GPIO設置<br />
TI TMS320F28335 的GPIO,比較特別的是多了Qualification功能,另外可以用<br />
GPxSET、GPxClear、GPxToggle來設置gpio輸出。下面是它的方塊圖與暫存器<br />
例表與解釋。<br />
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相關的暫存器如下<br />
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GPACTRL:設定在Qualification(限定)功能的取樣周期。<br />
GPAQSEL:設定在Qualification的取樣次數。<br />
GPAMUX:設定各個GPIO pin是做為GPIO或是其它I/O pin功能,例如下面Table50裡<br />
所定義的GPIO14與GPIO15 pin,除了可以被定義成"00"=>GPIO功能,各<br />
別可以被定義為不同的I/O功能,如PWM、SCI、McBSP、eCAN等,但<br />
每個GPIO可以被定義的I/O功能是不同的,需要在GPxMUX Table去確認 。<br />
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GPADIR:每個GPIO pin在做為GPIO功能時,可以各別定義是Input或Output pin,初始<br />
設定是"0"=>Input。<br />
GPAPUD:設置各個GPIO pin內部的Pullup電阻是否開啟,如下圖Table65,有些GPIO <br />
GPIO初始內部Pullup電阻是開啟的,有些GPIO是關閉的。雖然GPIO在系統<br />
程式開始運作後,可以各別定義各個GPIO輸出,但在系統運作前,GPIO<br />
是無法被程式所控制的。如果希這個GPIO與外部線路的節點在是拉High的<br />
,就可以找初始內部Pullup電阻是開啟的GPIO pin,或是直接在線路上,加<br />
一個上拉電阻。<br />
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GPIOXINT1SEL:XINT是外部中斷,GPIOXINT1SEL可以設置GPIO0~31,其中的那一<br />
PIN做為XINT1功能。<br />
GPIONMISEL:XNMI是外部不可遮罩式中斷,可以設置GPIO0~31其中一PIN為NMI。<br />
GPIOLPMSEL:一般外部中斷是無法在Low power mode(Halt, Standby mode)來喚醒系統<br />
的,但GPIOLPMSEL可設置GPIO0~31其中一個,在Low power mode可以<br />
用來外部觸發,喚醒系統回到工作模式。<br />
GPADAT:這個暫存器有bit0~31,對映GPIO0~31。讀取這個暫存器可以知道GPIO0~31<br />
PIN的輸入狀態是"0"還是"1",無論這個PIN在GPAMUX是被設為GPIO還是<br />
其他的I/O功能。寫入這個暫存器可以設置GPIO0~31的輸出為"1"或是<br />
"1"。<br />
GPASET:這個暫存器有bit0~31,對映GPIO0~31對其中一個bit設為"1"就可以將它對映<br />
的GPIO設為輸出High,但它要是在GPIO Output模式。對GPASET其它的bit寫<br />
入"0",不會有任何影響,。<br />
GPACLEAR:這個暫存器有bit0~31,對映GPIO0~31。對其中一個bit設為"1"就可以將它對映<br />
的GPIO設為輸出Low,但它要是在GPIO Output模式。對GPACLEAR其它的bit<br />
寫入"0",不會有任何影響。<br />
GPATOGGLE:這個暫存器有bit0~31,對映GPIO0~31。對其中一個bit設為"1"就可以將它對映<br />
的GPIO設為輸出反轉,但它要是在GPIO Output模式。例如讓原本輸出為High<br />
轉為輸出Low。對GPATOGGLE其它的bit寫入"0",不會有任何影響。<br />
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<b>GPIO輸入限定功能(Input Qualication)</b><br />
GPIO在做為輸入時,可以開啟限定功能,在連續取樣3次或6次的High或Low,才<br />
判斷輸入準位。例如要開啟GPIO3的限定功能就將GPIO Port A(GPIO0~31) GPAQSEL1的<br />
Bit7:6設為"01"=>Qualification using 3 samples或"10"=>Qualification using 6 samples.<br />
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取樣時間間隔由GPACTRL的Bit0~7來設定,從1xT<span style="font-size: xx-small;">SYSCLKOUT</span> 到510x T<span style="font-size: xx-small;">SYSCLKOUT</span>,<br />
T<span style="font-size: xx-small;">SYSCLKOUT</span>是SYSCLKOUT的倒數,SYSCLKOUT為150MHz,T<span style="font-size: xx-small;">SYSCLKOUT</span>則為6.67ns<br />
。GPIO3屬於GPIO0~7,由QUALPRD0來設定,如下圖的例子,在設定GPAQSEL1<br />
為"1,0",設QUALPRD0為"01",可以得到取樣窗口為T<span style="font-size: x-small;">w</span>(IQSW)=5x2xT<span style="font-size: xx-small;">SYSCLKOUT</span> 。<br />
6次取樣,只有5次取樣間隔,所以取樣窗口為5x2xT<span style="font-size: xx-small;">SYSCLKOUT</span>=67ns。當出現(A)這個<br />
脈衝時,會被限定器Qualifier給忽略到,直到後面連續取樣到6次"1",限定器的輸出<br />
才會被拉到"1"。<br />
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在GPAQSEL1的設定,還有"00"=>與SYSCLKOUT同步、"11"=>非同步模式。<br />
在"00"這個設定,取樣就只需要1次T<span style="font-size: xx-small;">SYSCLKOUT</span>的時間。在"11"這個設定,GPIO做為<br />
SCI、SPI、eCAN、I2C或是ePWM輸入訊號,它的取樣時間會是一次取樣時間加上<br />
T<span style="font-size: xx-small;">SYSCLKOUT</span>,所以當QUALPRDx設為"01",限定器響應輸入訊號的時間為2xT<span style="font-size: xx-small;">SYSCLKOUT</span><br />
+T<span style="font-size: xx-small;">SYSCLKOUT</span>。<br />
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Reference:<br />
1.TI TMS320x2833x, 2823x System Control and Interrupts Reference Guide (Rev. D)<br />
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<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-29593793375274100212019-09-03T06:20:00.001-07:002019-09-30T06:51:53.387-07:00DSP TI TMS320F28335 最簡單ADC功能設置<br />
TI TMS320F28335的ADC要如何設置,下面有一個簡單的範例幫助大家<br />
了解,請參考下面說明。<br />
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TMS320F28335有一個12 bit ADC,有兩路的S/H(取樣保持),有16個取樣<br />
通道。這樣可以用一個ADC取樣到16個訊號,這16個訊號源為ADCINA0<br />
~ADCINA7與ADCINB0~ADCINB7,配合Sequencer(排序器),將這16個訊<br />
號源排序,經過MUX開關切換,讓訊號源依序進到ADC進行轉換。<br />
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Cascaded mode(串聯模式)<br />
在Autosequencer(自動排序),去設定CONV00~CONV15各別是對應那個<br />
ADCINXX,等到開始進行轉換,就會從CONV00對應的ADCINXX開始<br />
進行,依序到CONV15。<br />
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<b>ADC設定流程</b><br />
1.對ADC設定參數<br />
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#先設定HSPCLK,HSPCLK = SYSCLKOUT/2*ADC_MODCLK2<br />
在下面的程式範例初始SYSCLKOUT為150MHz,設定MODCLK2為"5",<br />
可以得到HSPCLK=150/(2*5)=15MHZ<br />
#再來設定ADC模組的Clock,ADC module clock = HSPCLK/ADC_CKPS,<br />
在設定ADC_CLKPS=1,ADC clock=15MHz/(2*1) = 7.5MHz<br />
#設定取樣維持時脈(SHCLK),ACQP_PS=SHCLK+1,設定SHCLK=15,<br />
表示ACQ_PS=16個ADC Clock<br />
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2.寫入暫存器<br />
#因為System clock的設定暫存器是受保護的,要修改暫存器去設定HSPCLK<br />
前,需要加EALLOW來解除保護,更改完後,再寫EDIS來恢復保護。<br />
HSPCLK修改=> <span style="color: blue;">SysCtrlRegs.HISPCP.all = ADC_MODCLK;</span><br />
#寫入ADC暫存器,如前面描述的,設定ADC_SHCLK與ADC_CKPS,得到<br />
ADC clock為7.5MHz,取樣時脈為15個ADC Clock。<br />
<span style="color: blue;"> AdcRegs.ADCTRL1.bit.ACQ_PS = ADC_SHCLK;</span><br />
<span style="color: blue;"> AdcRegs.ADCTRL3.bit.ADCCLKPS = ADC_CKPS</span><br />
設置ADC運作模式,如下面程式範例,設定SEQ_CASC=1,將ADCINA0~<br />
ADCINA7與ADCINB0~ADCINB7,16個訊號源串接。在這個實驗,只用<br />
一個訊號源,所以設定SEQ1.bit.CONV00為ADCINA0,<br />
<span style="color: blue;"> AdcRegs.ADCTRL1.bit.SEQ_CASC = 1; </span><br />
<span style="color: blue;"> AdcRegs.ADCCHSELSEQ1.bit.CONV00 = 0x0; </span><br />
<span style="color: blue;"> </span> 設置CONT_RUN,表示為連續模式,當Autosequence裡的訊號源都完成ADC<br />
轉換後,Autosequence的指標就會直接回到第一筆訊號源,等待觸發,在觸<br />
發後,從第一筆訊號源依序進行ADC轉換。但如果CONT_RUN為"0",在<br />
Autosequence依序執行ADC轉換,指標會停在最後一筆訊號源,要設置<br />
AD_CTRL2->RST_SEQx,才能讓Sequence序列回到第一筆。<br />
<span style="color: blue;"> AdcRegs.ADCTRL1.bit.CONT_RUN = 1; </span> <br />
#要觸發ADC轉換,如下方表格ADCTRL2->SOC_SEQ1裡所示,有SW、ePWM<br />
、EXT3種方式。SW就如下面這個命令,由軟體直接設置ADCTRL2裡第13個bit<br />
SOC_SEQ1, 就會依序將Sequence1內設定的訊號源進行ADC轉換。<br />
<span style="color: blue;"> AdcRegs.ADCTRL2.all = 0x2000;</span><br />
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3.讀出ADC轉換結果:<br />
當ADC進行轉換,就要等待它轉換結束,將數值讀出來。所以會用While迴圈<br />
,當Sequence1內的訊號完成ADC轉換,ADCST狀態暫存器裡的INT_SEQ1被設<br />
為"1",再來將這個中斷Flag清除後,就可以將ADC轉換的資料,讀出來。在這<br />
個例子,由於只用到CONV00, 所以只有一個ADCINA信琥源的數據,被存在<br />
ADCRESULT0,<br />
<span style="color: blue;"> while (AdcRegs.ADCST.bit.INT_SEQ1== 0) {} </span><br />
<span style="color: blue;"> AdcRegs.ADCST.bit.INT_SEQ1_CLR = 1;</span><br />
<span style="color: blue;"> showdata=AdcRegs.ADCRESULT0;</span><br />
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<b>程式範例</b><br />
<span style="font-size: xx-small;">void delay_loop(void);</span><br />
<span style="font-size: xx-small;">#define ADC_MODCLK 0x5 </span><span style="font-size: xx-small;"> </span><br />
<span style="font-size: xx-small;">#define ADC_CKPS 0x1 </span><br />
<span style="font-size: xx-small;">#define ADC_SHCLK 0xf </span><br />
<span style="font-size: xx-small;">Uint16 showdata;</span><br />
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<span style="font-size: xx-small;">int main(void)</span><br />
<span style="font-size: xx-small;">{</span><br />
<span style="font-size: xx-small;"> InitSysCtrl();</span><br />
<span style="font-size: xx-small;"> EALLOW;</span><br />
<span style="font-size: xx-small;"> SysCtrlRegs.HISPCP.all = ADC_MODCLK;</span><br />
<span style="font-size: xx-small;"> EDIS;</span><br />
<span style="font-size: xx-small;"> DINT;</span><br />
<span style="font-size: xx-small;"> InitPieCtrl();</span><br />
<span style="font-size: xx-small;"> IER = 0x0000;</span><span style="font-size: xx-small;"> </span><br />
<span style="font-size: xx-small;"> IFR = 0x0000;</span><br />
<span style="font-size: xx-small;"> InitPieVectTable();</span><br />
<span style="font-size: xx-small;"> InitAdc(); // For this example, init the ADC</span><br />
<span style="font-size: xx-small;"> // Specific ADC setup for this example:</span><br />
<span style="font-size: xx-small;"> AdcRegs.ADCTRL1.bit.ACQ_PS = ADC_SHCLK;</span><br />
<span style="font-size: xx-small;"> AdcRegs.ADCTRL3.bit.ADCCLKPS = ADC_CKPS;</span><br />
<span style="font-size: xx-small;"> AdcRegs.ADCTRL1.bit.SEQ_CASC = 1; // 1</span><br />
<span style="font-size: xx-small;"> AdcRegs.ADCCHSELSEQ1.bit.CONV00 = 0x0; </span><br />
<span style="font-size: xx-small;"> AdcRegs.ADCTRL1.bit.CONT_RUN = 1; </span><br />
<span style="font-size: xx-small;"> AdcRegs.ADCTRL2.all = 0x2000;</span><br />
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<span style="font-size: xx-small;"> for(;;)</span><br />
<span style="font-size: xx-small;"> {</span><br />
<span style="font-size: xx-small;"> while (AdcRegs.ADCST.bit.INT_SEQ1== 0) {} // 等待中断</span><br />
<span style="font-size: xx-small;"> AdcRegs.ADCST.bit.INT_SEQ1_CLR = 1;</span><br />
<span style="font-size: xx-small;"> showdata=AdcRegs.ADCRESULT0;</span><br />
<span style="font-size: xx-small;"> delay_loop();</span><br />
<span style="font-size: xx-small;"> }</span><br />
<span style="font-size: xx-small;">}</span><br />
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<span style="font-size: xx-small;">void delay_loop()</span><br />
<span style="font-size: xx-small;">{</span><br />
<span style="font-size: xx-small;"> long i;</span><br />
<span style="font-size: xx-small;"> for (i = 0; i < 4500000; i++) {}</span><br />
<span style="font-size: xx-small;">}</span><br />
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Reference:<br />
1.<a href="http://www.ti.com/general/docs/litabsmultiplefilelist.tsp?literatureNumber=spru812a">http://www.ti.com/general/docs/litabsmultiplefilelist.tsp?literatureNumber=spru812a</a><br />
=> TMS320x2833x, 2823x Analog-to-Digital Converter (ADC) Module Reference Guide (Rev. A)<br />
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<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-57039899980729622482019-05-01T05:27:00.003-07:002019-09-30T06:51:53.400-07:001-Wire SDQ Interface and Protocol<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">1-Wire SDQ介面,是一個只靠一條信號與GND就可以進行溝通的通訊介面。常</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">用電池、電源辨識、資料加密等,資料量小、低速傳輸的應用。在下面我就用</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">TI BQ2022A的dasheet裡,CPU(HOST)I如何來讀取BQ2022A內部的資料來做例</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">子,從硬體到協議溝通層面來解釋。</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">1.硬體層面</span></h3>
<span style="font-family: "arial" , "helvetica" , sans-serif;">在硬體方面,BQ2022A做為Slave,接收CPU/MCU的命令,兩邊的SDQ與GND</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">相接,</span><span style="font-family: "arial" , "helvetica" , sans-serif;">而因為兩邊都是Open drain的方式在控制SDQ信號,需要在SDQ信號線上</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">,加入</span><span style="font-family: "arial" , "helvetica" , sans-serif;">上拉電阻到VPU電源,VPU電源為2.65~5.5V。</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">下圖是BQ2022Q功能方塊。裡面包括SDQ通訊控制器與8 bit CRC產生,右邊</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">則是3種ROM,分別存放ID、資料、狀態。當CPU透過SDQ信號線要來讀取</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">BQ2022A裡面的ROM,需要透過SDQ通訊命令,並且會加上CRC數據,讓</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">CPU確認它收到的資料是否有錯。</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;"><span style="font-size: large;">2.協議溝通Protocol層面</span></span></h3>
<span style="font-family: "arial" , "helvetica" , sans-serif;">SDQ通訊命令如下,分成Level I與Level II,Level I為分為Read serialization</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">ROM (33h)與Skip Serialization ROM(CCh),差別在於要從ID ROM開始讀/寫</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">或是Skip跳到Memory ROM來讀寫。ID ROM是8 bit family code + 48 bit</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">identification number + 8 bit CRC。</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Level II的命令用來讀寫Memory 與Status ROM的資料,Read Memory/Field</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">CRC(F0h)與Read Memory/Page CRC的差別在於前者是CPU讀到Memory</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">1024bit 的結尾,BQ2022A才送出CRC資料,後者是將1024bit分成4個Page</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">,各別256bit,每讀到一個Page結尾,BQ2022A就送出CRC資料。</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUP1QWoVY03rV6eJ53hTltREbbl0NTU82W-RY-DFwNQmzyx1J1gtj7YEIqKaTMQLhZgvyewEUcmrXnIuq1O8SXnUHOxnGII0GxfeRQQG9o70kEeaH9z9IpdYM98PJs8BdcclSZ027FnRw/s1600/Command_code.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="479" data-original-width="1053" height="289" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUP1QWoVY03rV6eJ53hTltREbbl0NTU82W-RY-DFwNQmzyx1J1gtj7YEIqKaTMQLhZgvyewEUcmrXnIuq1O8SXnUHOxnGII0GxfeRQQG9o70kEeaH9z9IpdYM98PJs8BdcclSZ027FnRw/s640/Command_code.jpg" width="640" /></span></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">執行Read serialization ROM (33h)後,可以讀到7+1 byte的ID ROM,再進到</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">LevelII,來操作Memory ROM</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRJBbPODvI-BVcf9uF8p1ha7fjbcUhyphenhyphenb3BDF9eoSTpCSrMgcf-35wKMJEMEPn8McDZGei7fyTV_Gw2ZprZVgvLln83oeYCmbHrVUW8EdDAuef3VUYSHGJGs4kqxWHh-qmBt45RBRyIDY4/s1600/Read_ROM.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="234" data-original-width="1368" height="108" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRJBbPODvI-BVcf9uF8p1ha7fjbcUhyphenhyphenb3BDF9eoSTpCSrMgcf-35wKMJEMEPn8McDZGei7fyTV_Gw2ZprZVgvLln83oeYCmbHrVUW8EdDAuef3VUYSHGJGs4kqxWHh-qmBt45RBRyIDY4/s640/Read_ROM.jpg" width="640" /></span></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">執行Skip ROM (CCh)後,就會跳過ID ROM,直接進到LevelII,來操作</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Memory ROM</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr1jAAkQp2KGegoXt8kASbUu0SpITqvDSlUi_ygQrYxu_0Xifpt91ZOZOqzApaQw8rNo6osk7u-aQNRfVE8mu7YVMGk_zOw4_u5ECEFB4lHXJgj2skNLUPle5P-P1zpSPV9HieBrKpjl8/s1600/SKIP+ROM.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="255" data-original-width="730" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr1jAAkQp2KGegoXt8kASbUu0SpITqvDSlUi_ygQrYxu_0Xifpt91ZOZOqzApaQw8rNo6osk7u-aQNRfVE8mu7YVMGk_zOw4_u5ECEFB4lHXJgj2skNLUPle5P-P1zpSPV9HieBrKpjl8/s400/SKIP+ROM.jpg" width="400" /></span></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">下圖是一個Read Memory/Field CRC的命令序列,第一步是進行Level I的</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">命令,第二步CPU發送Read Memory Command(F0h),第三、四步是</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Address</span><span style="font-family: "arial" , "helvetica" , sans-serif;">命令,來決定要從1024bit裡的那個位置開始讀取。例如要從</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Address </span><span style="font-family: "arial" , "helvetica" , sans-serif;">0006h來讀,那就要先傳送Low byte 06h,再傳High byte 00h。</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">CPU再發</span><span style="font-family: "arial" , "helvetica" , sans-serif;">送出Command與Address後,下一步就要從BQ2022A去讀到</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">CRC值,這</span><span style="font-family: "arial" , "helvetica" , sans-serif;">個CRC值是BQ2022A計算它接收到的Command與Address,</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">也就是F0h,</span><span style="font-family: "arial" , "helvetica" , sans-serif;">06h,00h後產生的。CPU自已也會去計算Command(F0h)與</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Address(0006h)</span><span style="font-family: "arial" , "helvetica" , sans-serif;">的CRC值,去跟從BQ2022A讀到的CRC值來比較,如果</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">一樣,表示</span><span style="font-family: "arial" , "helvetica" , sans-serif;">BQ2022A有正確接收到CPU所送出的命令,如果不一樣,表</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">示BQ2022A</span><span style="font-family: "arial" , "helvetica" , sans-serif;">接收有錯誤,就要重新Reset再送一次命令。</span></div>
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<span style="clear: left; float: left; font-family: "arial" , "helvetica" , sans-serif; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="199" data-original-width="1368" height="92" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX4wuoVCI1TF3Lg-P7YQhoPAGdpNtvmfVdiKELta-m4leLek1lkEA4ijH7WktqeQP04juNBfoHnEggkmlXUKNZgmzNGZNXj7fKrouNGki_36tcANI09EMa4mwIo69aFxgFQLxmCXv63tk/s640/Read_CRC.jpg" width="640" /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">在第5個步驟Read and Verify CRC通過後,CPU就開始去讀Memory的</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">資料,BQ2022A傳送資料的起始位址,就是從Address命令決定。一</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">直到CPU讀到1024bit的結尾,BQ2022A會再送出一個CRC,也就是</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">前面所傳送Memory資料的CRC值,CPU也會計算它從BQ2022A讀到</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">的Memroy資料的CRC值,兩個值去比對,就可以確保CPU讀到的資</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">料是正確的,避免在傳送資料的過程中,SDQ訊號受到干擾,導致</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">CPU判讀某個bit出錯。</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">3.物理層Physical層面</span></h3>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Reset timing</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">當CPU要開始對BQ2022A進行控制前,需要在SDQ信號線上,CPU</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">與BQ2022進行確認的動作,CPU將SDQ拉low至少480us,這就是</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Reset timing。而BQ2022A接收到Reset後,也要拉low在60~240us</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">,這就是Presence Pulse命令。CPU接收到Presence Pluse後,才</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">會進行後面讀寫ROM的動作。</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBlH_FVQEeNpDzJLqd5X-QEFiTc1KPNRJW7V_vdqG1OclkMrsCMkKZPpXorw3KhQCG35QpL18Yo0kt0UoHIdh4gvEIaJWAGKDvHr1JVHCvqxUxewTijTEr-dacMrRolUXYNDFMJcc5o78/s1600/Reset.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="281" data-original-width="1166" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBlH_FVQEeNpDzJLqd5X-QEFiTc1KPNRJW7V_vdqG1OclkMrsCMkKZPpXorw3KhQCG35QpL18Yo0kt0UoHIdh4gvEIaJWAGKDvHr1JVHCvqxUxewTijTEr-dacMrRolUXYNDFMJcc5o78/s640/Reset.jpg" width="640" /></a></div>
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<b>Write bit</b><br />
當CPU在對BQ2022A發送命令時,就是寫入的動作,而每一個bit就</div>
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如下圖,CPU先拉low,持續t<span style="font-size: xx-small;">WSTRB</span>的時間,這個時間可以是1~15us。</div>
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再來CPU就要去拉high或low直到t<span style="font-size: xx-small;">WDH</span>的時間到達。tWDH的時間至少</div>
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要60us,最大就是一個bit cycle時間,bit cycle就是一個bit的周期,從<br />
CPU拉low到下一次CPU拉low的時間間隔。當CPU在進行Write bit,<br />
BQ2022A就要在CPU拉low後15us~60us去辨別CPU是Write"1" 或Write<br />
"0"。在tWDT後,會有一段High的時間t<span style="font-size: x-small;">rec,</span>至少要1us。這樣BQ2022A<br />
才能去偵測SDQ信號,判斷下一個bit cycle開始,</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgtgAwEc5umGu3Hy0xdO7dOy6I4Cd94fwLtrRPdNUgCZSAEHf04k5syFWE2Ki4QTp5qNoXJ233pSVvXx0pSM_1N30oVjj-LdYs17FL5H_10WHiqrGynoxwN_Ep5ngwbLzRAH4AeIbVqR8/s1600/Writebit.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="271" data-original-width="1250" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgtgAwEc5umGu3Hy0xdO7dOy6I4Cd94fwLtrRPdNUgCZSAEHf04k5syFWE2Ki4QTp5qNoXJ233pSVvXx0pSM_1N30oVjj-LdYs17FL5H_10WHiqrGynoxwN_Ep5ngwbLzRAH4AeIbVqR8/s640/Writebit.jpg" width="640" /></a></div>
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<b>Read bit</b><br />
當CPU在對BQ2022A讀取資料時,每一個bit就如下圖,CPU先拉low<br />
,持續t<span style="font-size: xx-small;">RSTRB</span>的時間,這個時間可以是1~13us,然後CPU會放開控制,<br />
由BQ2022A來決定該bit是"0"還是"1"。直到t<span style="font-size: xx-small;">ODHO</span>時間到,BQ2022A<br />
放開控制。Read bit的bit cycle與Write bit一樣,由CPU決定。在CPU<br />
拉low,到它下一次拉low的時間。</div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCyv6qtVIvPf2CR-vM4U9_V2_d2qPjk0FYBI8ECRnowsdWxob5TZUJRMSWlgKVLO15hm8vakudvVCdKe7wGWPf6UOQJvlgvE0FcyHBSR4gshqbD6DgPbiWPTPOGR4T3QUbKIzR9YB9dhE/s1600/Readbit.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCyv6qtVIvPf2CR-vM4U9_V2_d2qPjk0FYBI8ECRnowsdWxob5TZUJRMSWlgKVLO15hm8vakudvVCdKe7wGWPf6UOQJvlgvE0FcyHBSR4gshqbD6DgPbiWPTPOGR4T3QUbKIzR9YB9dhE/s1600/Readbit.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCyv6qtVIvPf2CR-vM4U9_V2_d2qPjk0FYBI8ECRnowsdWxob5TZUJRMSWlgKVLO15hm8vakudvVCdKe7wGWPf6UOQJvlgvE0FcyHBSR4gshqbD6DgPbiWPTPOGR4T3QUbKIzR9YB9dhE/s1600/Readbit.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="273" data-original-width="1250" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCyv6qtVIvPf2CR-vM4U9_V2_d2qPjk0FYBI8ECRnowsdWxob5TZUJRMSWlgKVLO15hm8vakudvVCdKe7wGWPf6UOQJvlgvE0FcyHBSR4gshqbD6DgPbiWPTPOGR4T3QUbKIzR9YB9dhE/s640/Readbit.jpg" width="640" /></a><br />
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下圖為時序表。</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuurg5rKMNKLmn1yObCCjI2XGSSgTU63ZeQvO2oJIowO3c1Ddn8P07EEmA_h9CQdPkzQePgKSlKg2cMNSQd3h2FdI8YdCiRldvSnUP9X6iDfw5KUw41M5fQuPZ7ijloc_b2iziAHSUqFY/s1600/Timing.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="638" data-original-width="707" height="576" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuurg5rKMNKLmn1yObCCjI2XGSSgTU63ZeQvO2oJIowO3c1Ddn8P07EEmA_h9CQdPkzQePgKSlKg2cMNSQd3h2FdI8YdCiRldvSnUP9X6iDfw5KUw41M5fQuPZ7ijloc_b2iziAHSUqFY/s640/Timing.jpg" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">市面上也有邏輯分析器可以直接將SDQ信號解碼,如前面說的,</span><span style="font-family: arial, helvetica, sans-serif;">一個</span><br />
<span style="font-family: arial, helvetica, sans-serif;">完成的SDQ,一開始會有RESET->PRESENCE->Level I </span><span style="font-family: arial, helvetica, sans-serif;">的Skip </span><br />
<span style="font-family: arial, helvetica, sans-serif;">Serialization ROM (0xCC) ->Level II的Read Memory/</span><span style="font-family: arial, helvetica, sans-serif;">Page CRC-></span><br />
<span style="font-family: arial, helvetica, sans-serif;">Address Low byte->Address High byte->第一次</span><span style="font-family: arial, helvetica, sans-serif;">CRC確認->Start Read</span><br />
<span style="font-family: arial, helvetica, sans-serif;">Memory ROM->End Page CRC -></span><span style="font-family: arial, helvetica, sans-serif;">Read Memory ROM of Next Page-></span><br />
<span style="font-family: arial, helvetica, sans-serif;">End Page CRC->Read </span><span style="font-family: arial, helvetica, sans-serif;">Memory ROM of Final Page->End Page CRC。</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCMclz3ty-c8hFBNzBXmVBdbVyQMQNBMCsveXSK9DLNu90Xvy0Jf7dvFJx2pYwlLZF5Cp1-LK8-DrGUwuvnv5sXzyJwcLbNypGK6CapMP_vUB_dI1ZYqrIOgKlSRGh90GXnCjqlG7Lyzg/s1600/SDQ_TW01.bmp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCMclz3ty-c8hFBNzBXmVBdbVyQMQNBMCsveXSK9DLNu90Xvy0Jf7dvFJx2pYwlLZF5Cp1-LK8-DrGUwuvnv5sXzyJwcLbNypGK6CapMP_vUB_dI1ZYqrIOgKlSRGh90GXnCjqlG7Lyzg/s640/SDQ_TW01.bmp" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Reference</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">1.TI BQ2022A datasheet</span><br />
<a href="http://www.ti.com/lit/ds/symlink/bq2022a.pdf"><span style="font-family: "arial" , "helvetica" , sans-serif;">http://www.ti.com/lit/ds/symlink/bq2022a.pdf</span></a><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">2.CRC計算網站</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://www.lammertbies.nl/comm/info/crc-calculation.html">https://www.lammertbies.nl/comm/info/crc-calculation.html</a></span><br />
3.孕龍邏輯分析儀<br />
<a href="http://www.zeroplus.com.tw/logic-analyzer_tw/products.php?pdn=7&product_id=254">http://www.zeroplus.com.tw/logic-analyzer_tw/products.php?pdn=7&product_id=254</a><br />
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KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-44886218124712255002019-01-23T06:27:00.002-08:002019-09-30T06:51:53.394-07:00DSP TI TMS320F28335 PWM設置<br /><br /><br />
<h4>
<b>Time Base(TB)時間基礎方塊</b></h4>
TBPRD:Time base period,也就是計數的周期是多少TBCLK。<br />TBCLK:Time base clock是由SYSCLKOUT prescale,做為TB的CLOCK,在<br />
TBCTL.CLKDIV去設置。<br />TBCTR:Time base counter計數暫存器,可以向上也可以向下計數。<br />TBPHS:Time base phase相位暫存器,用來同步不同的ePWM模組。在觸發<br />
ePWMxSYNCI事件,各個ePWM模組就將各自TBPHS裡的值載入到<br />
TBCTR。這個功能可以在TBCTL.PHSEN開啟或關閉。<br />TBCTL:Time base control 控制暫存器,用來設置TB裡的參數,如Clcok<br />
prescale, 計數器是,向上計數/向下計數/向上向下計數方式,active<br />
與shadow模式的選擇。<br />
<br />在TBPRD、CMPA、CMPB有分成兩種模式,分別是active與shadow,在設置為<br />
active mode的情況下,在更新TBPRD暫存器後,就會立即影響硬體,偵測到觸<br />
發事件就會立即響應。在shadow mode則有緩衝,在更新TBPRD後,要等到<br />
TBCTR為0,才會將TBPDR在shadown暫存器裡的值,更新到active暫存器,也<br />
才會偵測硬體事件。這樣可以避免在軟體配置暫存器時,與硬體不同步而造成<br />
系統崩潰或故障。<br />
<br /><img height="640" 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" width="598" /><br /><br /><br /><img height="132" 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EPWMxSYNCI,同步信號脈衝,讓計數直接載入(跳到)TBPHS所設定的值。<br /><img height="459" 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" 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" width="640" /><br /><br /><h4>
Counter ccompare(CC)計數比較方塊</h4>
CMPA:Counter Compare A resigster計數比較暫存器A,在這個暫存器設定一個數</div>
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值,與TBCTR的值做比較,用來設定PWM訊號的Duty。<br />CMPB:Counter Compare B resigster計數比較暫存器B<br />CMPCTL:Counter compare control計算比較的控制暫存器,裡面包括了CMPA/B要</div>
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被設為shadow或active模式。在shadow模式下,CMPA/B在更新後,是</div>
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要在CTR=PRD or CTR=0才去載入更新後的值。</div>
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<br /><br /><img height="448" 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" 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" width="640" /><br /><br /><br /><h4>
Action Qualifier(AQ)動作限定方塊</h4>
AQCTLA:AQ控制暫器器A,在接收到TB送來的觸發信號CTR=PRT, CTR=ZERO,<br /> 與CC送來的觸發信號CTR=CMPA,CTR=CMPB,由這4個信號來控制EPPWMA的輸出。</div>
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設置AQCSFRC是在active模式還是shadow模式。<br />AQCTLB:AQ控制暫器器B<br />AQSFRC:AQ software force軟體強制暫存器,由軟體強制EPWM輸出為low/high/toggle<br /> ,toggle就是反轉,改變到相反準位。<br />AQCSFRC:AQ continute software force連續軟體強制<br /><br /><br /><img height="388" 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" width="640" /><br /><br /><br />向上計數的範例,從AQCTLA/B去設置TBCTR=0,EPWMxA輸出high。TBCTR=CA,<br />EPWMxA輸出low。TBCTR=TBPRD,EPWMxA輸出high。<br /><img height="363" src="data:image/png;base64,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" width="640" /><br /><br /><br /><br /><h4>
<b>Dead-Bamd Generator(DB)死區方塊</b></h4>
DBCTL:Dead Band control死區控制暫存器,如下圖Figure31, BTCTL控制IN_MODE<br /> POLSEL、OUT_MODE的開關。由IN_Mode<br />DBRED:Dead Band Rising Edge Delay死區上升邊緣暫存器<br />DBFED:Dead Band Falling Edge Delay死區下降邊緣暫存器<br /><br /><br /><img height="323" 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" 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" width="640" /><br /><br />從上面的真值表來看,再對應Figure 32的波形,可以看出不同模式下EPWMxA與</div>
<div>
EPWMxB的變化。DBCTL(IN_MODE)為"00",也就是從EPWMxA信號源來做為</div>
<div>
EPWMxA與EPWMxB輸出。</div>
<div>
<br />Mode1:DBCTL(OUT_MODE)為00,表示Dead Band不動作。<br />Mode6:DBCTL(OUT_MODE)為01,作為FED,只有Falling Edge Delay方塊動作。<br />Mode7:DBCTL(OUT_MODE)為10,作為RED,只有Rising Edge Delay方塊動作。<br />Mode 2~5:DBCTL(OUT_MODE)為11,表示Rise edge與Falling edge delay方塊都</div>
<div>
動作。EPWMxA的輸出經過上升延遲,EPWMxB的輸出經過下降延</div>
<div>
遲delay。由DBCTL(OUT_POLSEL)來設置是否EPWMxA/B信號是否反</div>
<div>
相。<br />Mode2:DBCTL(OUT_POLSEL)=10,EPWMxA/B互補,EPWMxB輸出反相, 與</div>
<div>
EPWMxA輸出相反。<br />Mode3:DBCTL(OUT_POLSEL)=01,EPWMxA/B互補,EPWMxA輸出反相, 與</div>
<div>
EPWMxB輸出相反。<br />Mode4:DBCTL(OUT_POLSEL)=00,EPWMxA/B信號同相。<br />Mode5:DBCTL(OUT_POLSEL)=11,EPWMxA/B信號都進行反相,所以兩個信</div>
<div>
號還是同相。<br /><img height="640" src="data:image/png;base64,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" width="530" /><br /><br /><br /><h4>
<b>PWM-Chopper(PC)PWM斬波方塊</b></h4>
PWM斬波的功能如下<br />1.可由程式設置斬波頻率<br />2.可由程式設置第一個脈衝寬度<br />3.可由程式設置第2個脈衝以及後面脈衝的占空比(Duty cycle)<br />4.也可以旁路掉(Bypass)斬波功能<br /><br />由於大多數功率器件如MOSFET,開通通電要比維持電流大得多,所以第一</div>
<div>
個脈衝需要比較大的脈寬來導通MOSFET,後來的脈衝就可以用比較小的脈</div>
<div>
寬來維持MOSFET的導通。<br /><br />PCCTL:PWM Chopper control斬波控制暫存器<br />PCCTL[OSHTWTH]:設置第一個脈衝的脈寬。可設定1~16倍SYSCLKOUT/8</div>
<div>
的時間寬度。<br />PCCTL[CHPDUTY]:設置脈衝的占空比,從12.5%~87.5%<br />PCCTL[CHPFREQ]:除頻設置,從不除頻到8除頻。假設SYSCLKOUT為</div>
<div>
100MHz,在經過"/8"後,變成12.5MHz,再經過CHFREQ</div>
<div>
設置的除頻,"8除頻",PSCLK就為1.56MHz。<br /></div>
<div>
在第一次脈衝會由one-shot輸出,經由OSHT控制EPWM輸出,第一次脈衝後,</div>
<div>
就由PSCLK來控制EPWM輸出。<br /><br /><br /><img height="418" 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" 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" width="640" /><br /><br /><br /><h4>
<b>Trip-Zone錯誤聯防方塊</b></h4>
Trip-Zone的功能如下<br />1.有輸入腳TZ1~TZ6對應到6組ePWM模組<br />2.在錯誤事件發生後,可以強制EPWMxA/B為高、低、高阻抗、無動作共4種</div>
<div>
動作。<br />3.在短路或過電流事件發生時,支援一次性錯誤聯防觸發(OSHT)。<br />4.在限流操作時,支援周期性錯誤聯防觸發(CBC)。<br />5.每個TZ腳位,都可以設置成OSHT或CBC,也都可以設置為中斷來源。<br />6.支援軟體強制錯誤聯防。也可以將錯誤聯防關閉。<br /><br /><br />TZSEL:TZ選置暫存器,個別設置TZ1~TZ6開啟或關閉錯誤聯防功能,並且為</div>
<div>
一次性或周期性錯誤聯防,<br />TZCTL:TZ控制暫存器,設置錯誤聯防事件發生後,ePWMxA與ePWMxB各進</div>
<div>
行這四個動作邏輯"高、低、高阻抗、無動作"的那一個。<br />TZINT:TZ中斷致能暫存器,設置一次性(OSHT)與周期性(CBC)事件發生後,</div>
<div>
是否觸發EPWMx_TZINT中斷。<br />TZFLG:TZ中斷旗標暫存器,裡面的TZFLG.OST,TZFLG.CBC表示一次</div>
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性(OSHT)與周期性(CBC)事件 是否 發生。當OST或CBC其中一個事件</div>
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發生,並且PIE中斷也被致能,就會設置TZFLG.INT,表示</div>
<div>
EPWMx_TZINT中斷。</div>
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TZCLR:當TZFLG裡的OSHT或CBC被設為"1"表示發生事件,就設置TZCLR裡</div>
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的OST與CBC為"1",來將TZFLG的旗標清除。當TZFLG.INT為"1",就</div>
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要設置TZCLR.INT來將TZFLG.INT清除為"0"。</div>
<div>
TZFRC:錯誤聯防中斷強制暫存器,可以設置TZFRC.OST 或 TZFRC.CBC來強</div>
<div>
制TZFLG.OST與TZFLG.CBC為"1"。<br /><br /><br />一次性錯誤聯防發生後,需要軟體去將這個事件旗標(flag)清除,而周期性錯誤</div>
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聯防的事件旗標會自動被清除。<br /><br /><img height="640" 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" 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" width="640" /><br /><br /><br /><br /><h4>
<b>Reference</b></h4>
<div>
1.<a href="http://www.ti.com/lit/ug/sprug04a/sprug04a.pdf">http://www.ti.com/lit/ug/sprug04a/sprug04a.pdf</a><br /><br /><br /><br /><img src="" /><img src="" /><br /></div>
</div>
KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-66977970124449535912018-01-15T00:49:00.000-08:002022-02-07T00:26:57.750-08:00Python GUI to show Arduino ADC input and Sine waveform.這篇文章的程式,是從底下Plotting-real-time-sound-sensor-data-from-Arduino<br />
-using-Python的github去修改的,總共有下面兩種程式語言,修改後的程式<br />
在我的github內。<br />
https://github.com/zsnes631/Python-Arduino<br />
<div>
<br /></div>
<br />
1.寫Arduino程式,將ADC0的輸入電壓, 透過Uart Port輸出到PC。<br />
2.寫Python GUI程式,接收到的數值,還有產生Sine波,依照時間軸動態顯示。<br />
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<span style="font-size: large;"><b>Python GUI程式</b></span><br />
1,代入相關的模塊。<br />
"serial"是用在UART相關的命令<br />
"numpy"是用在數值運算,Sine波就是由它所計算出的。<br />
"matplotlib"是用來顯示(plot)圖面。<br />
"drawnow" 甩來即時更新圖面。<br />
"serial.tools.list_port"用來確認Serial port裝置的資訊。<br />
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2,設定變數,values為序列,plt.ion()是顯示出matlotlib plt的圖。<br />
Fs、f則是Sine波的參數。<br />
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3,尋找Arduino在那個UART Port,由於我用的Arduino是用USB to UART converter IC<br />
CH340,所以確認PC上的那個Uart Port的描述有CH340,就表示該Port是接到Arduino。<br />
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4.定義一個函式,用來設定GUI視窗plot plt的參數,包括它的title、XY的Label,<br />
XY軸的數值範圍(axis)。<br />
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5.values是用來存放Arduino ADC接收到的數值,values1是sine波的數值。我設定<br />
這些數值的Buffer到100個。所以我們可以看到現在的數值,跟之前的的99個數<br />
值。append是先用0填入Buffer 0~100,當作初始值。<br />
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6.用"serial"模塊的函數,當PC的Uart port有接收到資料,就存到變數valueRead。<br />
這個資料,就是Arduino傳過來的ADC數值。<br />
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7.利用try-except來做例外處理,確認從arduino接收到的數值,是在0~1024。<br />
每接收到一次數值,就存到values序列裡,並將序列裡,最舊的那筆資料<br />
移出(pop)。valueX是sine的計算式。f=4, Fs=100,可以得出每25(100/4)<br />
為一次sine波周期。300是峰值,Sine波的峰對峰pk-pk為600。最後面的<br />
400是level,等於是將sine wave上移了400個單位。<br />
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8.執行程式後,可以看到Arduino傳送來的數值values,跟values1 Sine波<br />
的波形。<br />
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<b style="font-size: x-large;">Arduino程式</b></div>
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Arduino程式,每300ms讀取ADC pin A0的數值,再從Uart Port以Baudrate 19200bps</div>
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傳送出去。Arduino的ADC是10bits,輸入電壓範圍從0~5V,5V讀進來的值為1023。</div>
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<b><span style="font-size: large;">Reference</span></b><br />
https://github.com/DeligenceTechnologies/Plotting-real-time-sound-sensor-data-from-Arduino-using-PythonKevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-61764528517498114362017-08-01T19:48:00.002-07:002022-02-07T00:26:29.412-08:00如何透過Python去建立一個GUI視窗,使用Ardunio的I2C功能<span style="font-size: large;"><b>事先工作</b></span><br />
1.在PC上灌Python<br />
2.準備一台Arduino<br />
3.將Arduino接到PC USB port,但它們是透過UART COM port在通訊。<br />
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<b><span style="font-size: large;">開始Arduino程式</span></b><br />
1.在Adruino裡,寫程式,用來接受、辨識PC所傳來的字元。<br />
在loop迴圈裡等待,Serial port的字元,假設是6個字以內。 <br />
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void loop() {<br />
delay(200);<br />
while(Serial.available())<br />
{<br />
if (a<6)<br />
{<br />
inchar=Serial.read(); <br />
Strtest[a]=inchar; <br />
a++;<br />
Strtest[a]='\0';<br />
serialdone=1;<br />
} <br />
}<br />
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2.接著將字元解讀出來, 假設收到的第0個字元是W,就代表I2C Write,<br />
如果是R,就代表I2C Read。而第1,2個字元就代表register addres。第<br />
3,4個字元代表data。如果第0個字元不是W也不是R,就代表不是I2C<br />
操作,就會出現Wrong的訊息。但大家也可以定義其他的命令。<br />
請參考3的函式說明,我們需要將接收到的1,2,3,4字元,由ASCII碼轉<br />
成十六進制。用writeReg將address與data寫入I2C裝置。用readReg將<br />
address寫入I2C裝置後,I2C裝置就會回覆value,再將這個value用<br />
Serial.println(value,HEX);回傳給PC。PC的Python就可以顯示這個資<br />
料了。<br />
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if (serialdone==1)<br />
{<br />
Serial.print(Strtest[0]);<br />
Serial.print(Strtest[1]);<br />
Serial.print(Strtest[2]);<br />
Serial.print(Strtest[3]);<br />
Serial.print(Strtest[4]);<br />
int x,y,z;<br />
y=int(Strtest[2]);<br />
z=ASCtoHEX(y); <br />
y=int(Strtest[1]);<br />
z=ASCtoHEX(y)*16+z; <br />
if (Strtest[0]== 'W')<br />
{<br />
y=int(Strtest[4]);<br />
x=ASCtoHEX(y); <br />
y=int(Strtest[3]);<br />
x=ASCtoHEX(y)*16+x;<br />
Serial.print("Write");<br />
writeReg(z,x); <br />
}<br />
else if (Strtest[0]== 'R')<br />
{ <br />
Serial.print("Read");<br />
Serial.print(z,HEX);<br />
Serial.print(readReg(z),HEX); <br />
}<br />
else<br />
Serial.print("Wrong");<br />
serialdone=0;<br />
setcom=1;<br />
a=0; <br />
}<br />
}<br />
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3.在loop迴圈以外,還定義了3個函式,用來做資料轉換。<br />
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ASCtoHEX:由於從PC接收到的字元,都是ASCII碼,所以用這個<br />
函式來將它轉成16進制碼。<br />
writeReg:要對I2C裝置寫入資料,需要address(reg)與data(valuein)<br />
的數值。而i2cAddress是I2C裝置的Slave address,我是<br />
設成固定的,不是從PC上輸入。<br />
readReg:要對I2C裝置讀出資料,只需要填address(reg)的值,然<br />
後I2C裝置就會回傳data(value),這就是那個reg裡的值。 <br />
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int ASCtoDec(int asc)<br />
{<br />
if (asc>47 && asc <58)<br />
asc=asc-48;<br />
else if (asc>64 && asc<71)<br />
asc=asc-55;<br />
else if (asc>96 && asc<103)<br />
asc=asc-87;<br />
return asc;<br />
}<br />
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void writeReg(int reg, word valuein){ <br />
Wire.beginTransmission(i2cAddress); <br />
Wire.write(reg);<br />
highbyte = valuein >>8;<br />
lowbyte = valuein&0x00FF;<br />
Wire.write(lowbyte); //send low byte first <br />
Wire.write(highbyte);<br />
Wire.endTransmission();<br />
}<br />
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int readReg(int reg){<br />
Wire.beginTransmission(i2cAddress); <br />
Wire.write(reg);<br />
Wire.endTransmission(false);<br />
Wire.beginTransmission(i2cAddress); <br />
Wire.requestFrom(i2cAddress, 2);<br />
while(Wire.available()) // ensure all the data comes in<br />
{<br />
lowbyte=Wire.read();<br />
highbyte=Wire.read();<br />
}<br />
value = highbyte * 256;<br />
value = value + lowbyte;<br />
Serial.println(value,HEX);<br />
return value;<br />
}<br />
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<b><span style="font-size: large;">開始Python程式</span></b><br />
<b><span style="font-size: large;"><br /></span></b>
1.建立COM port,這個"COM10"要是接上Arduino上的那個port。<br />
請打開電腦的裝置管理員,確認Arduino是接到那個port,再去<br />
改程式裡的"COM__"。<br />
## Serial port setting.<br />
ser =serial.Serial("COM10", timeout=2)<br />
def SerialWrite(command):<br />
ser.write(command)<br />
rv=ser.readline()<br />
#print (rv) # Read the newest output from the Arduino<br />
print (rv.decode("utf-8"))<br />
sleep(1) # Delay for one tenth of a second<br />
ser.flushInput()<br />
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2.這是在GUI裡的I2C Write操作介面,用來送出字元給Arduino。<br />
這段程式會送出W字元,還有送出address與data字元。<br />
##===When button be pressed then Write I2C to device ============<br />
def I2Cwrite():<br />
print("Write I2C slaver address %s" % (e1.get()))<br />
print("Write I2C register address %s" % (e2.get())) <br />
print("Write I2C data %s" % (e3.get())) <br />
reg_write="W"+e2.get()+e3.get()<br />
cmd=reg_write.encode("utf-8")<br />
##print(cmd)<br />
SerialWrite(cmd)<br />
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2.這是在GUI裡的I2C Read操作介面,用來送出字元給Arduino。<br />
這段程式會送出R字元還有address字元。<br />
##===When button be pressed then Read I2C from device============<br />
def I2Cread():<br />
print("Read I2C slaver address %s" % (e1.get()))<br />
print("Read I2C register address %s" % (e2.get())) <br />
print("Read I2C data %s" % (e3.get())) <br />
##print (rv.decode("utf-8")) <br />
reg_read="R"+e2.get()<br />
cmd=reg_read.encode("utf-8")<br />
SerialWrite(cmd)<br />
##ser.close()<br />
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2.這是用來建立Serial COM port連線,並顯示連線狀態。在連線過程<br />
中,Aduino要回傳"Ready", PC的Python要接收到這個字元,表示<br />
連線已經成功。<br />
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##==Serial connect and Get arduino Ready================<br />
def Serial_Connect():<br />
global Ready_flag<br />
for i in range (1,10):<br />
print("Checking...")<br />
#Show to LabelA----------------<br />
Str_index=""<br />
str_check="th Checking...\n"<br />
Str_index=str(i)<br />
Label_msg="The " +Str_index +str_check<br />
LabelA.config(fg='green',)<br />
LabelA.config(text=Label_msg)<br />
LabelA.update_idletasks()<br />
## buttonStart.config(state="disabled")<br />
master.update()<br />
rv=ser.readline()<br />
#Debug print (rv) # Read the newest output from the Arduino<br />
print (rv.decode("utf-8"))<br />
ser.flushInput()<br />
sleep(0.5) # Delay<br />
Str_Message=rv.decode("utf-8")<br />
#Debug print(Str[0:5])<br />
if Str_Message[0:5]=="Ready":<br />
Ready_flag=1<br />
print("Get Arduino Ready !")<br />
#Show to LabelA----------------<br />
LabelA.config(text="Get Arduino connecting Ready !")<br />
LabelA.update_idletasks()<br />
master.update()<br />
break<br />
elif i==9:<br />
Ready_flag=0<br />
LabelA.config(fg='red',)<br />
LabelA.config(text="Can't connnect to Arduino successfully!")<br />
## buttonStart.config(state="active")<br />
LabelA.update_idletasks()<br />
master.update()<br />
sleep(1) # Delay<br />
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3.這段程式用來建立GUI介面,定義了各個Label與空白輸入格的位置。<br />
## Windows setting<br />
master = Tk()<br />
master.title("Auduino control interface")<br />
master.minsize(600,400)<br />
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#label.grid(row=0, column=0, columnspan=2, rowspan=2, padx=5, pady=5)<br />
LabelA=Label(master,bg='white',fg='blue',text="Press 'Connect' Button to connect Arduino",width=60,height=4,)<br />
LabelA.grid(row=0 ,columnspan=3)<br />
Label(master, text="Slave address").grid(row=12)<br />
Label(master, text="Data address").grid(row=16)<br />
Label(master, text="Data").grid(row=18)<br />
e1 = Entry(master)<br />
e2 = Entry(master)<br />
e3 = Entry(master)<br />
e1.insert(5,"18")<br />
e1.grid(row=12, column=1,columnspan=1)<br />
e2.grid(row=16, column=1,columnspan=1)<br />
e3.grid(row=18, column=1,columnspan=1)<br />
Button(master,text="Connect",command=Serial_Connect).grid(row=3 ,column=0, sticky=W, pady=1)<br />
Button(master, text='write', command=I2Cwrite).grid(row=22, column=2, sticky=W, pady=1)<br />
Button(master, text='Read', command=I2Cread).grid(row=22, column=1 ,sticky=W, pady=1)<br />
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<div>
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<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-65239284466373465002017-02-20T17:50:00.002-08:002022-02-07T00:16:38.088-08:00USB PD 3.0 Programmable Power Supply(PPS)2017/1 USB協會在USB PD 3.0的規範上,加了PPS協議。這個協議讓<br />
讓高通的QC, MTK的PE+,OPPO的VOOC等快充標準,將來可以透過<br />
PPS,兼容於USB協會定義的USB PD。<br />
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為什麼PPS可以相容這些主流的快充標準呢? 因為它可以達到3V~21V<br />
輸出。即可以輸出高壓低電流,也可以輸出低壓高電流(5A)。<br />
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在USB PD 3.0的規範,多了Alert、Battery Status, Get_Country_Info的<br />
資訊可以溝通。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpM4WZFbuliH2dOJFC65GU0hi4ky1Y4bNyDQ_YfxFzp-5s4WTRPqHSMMorG-5gcCrl6svMQ5IZbpKju5HdeA2MhM8caQ_ePzBoc8W0oVP2zZuZhgjigg1epAkADBl6h4PQBkmlDubrpxE/s1600/Data+message.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="395" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpM4WZFbuliH2dOJFC65GU0hi4ky1Y4bNyDQ_YfxFzp-5s4WTRPqHSMMorG-5gcCrl6svMQ5IZbpKju5HdeA2MhM8caQ_ePzBoc8W0oVP2zZuZhgjigg1epAkADBl6h4PQBkmlDubrpxE/s400/Data+message.jpg" width="400" /></a></div>
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在Source Capability裡,多了APDO,這用來表示Power source它可以<br />
輸出的電壓範圍與最大電流。例如你可以設定Source的APDO為<br />
3V~5.5V/4A,那Sink就可以發PRDO去要求3V~5.5V之間的任何一個<br />
電壓點,最小以20mV為一個間隔。<br />
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Reference:<br />
1. http://www.usb.org/developers/docs/usb_31_021517.zip<br />
=> "USB_PD_R3_0 V1.1 20170112.pdf"<br />
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<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com2tag:blogger.com,1999:blog-2966371487322629136.post-29808299888625715892017-02-13T20:03:00.003-08:002022-02-07T00:27:12.411-08:00WPC Wireless Power Qi control flow (Qi控制流程)<div class="separator" style="clear: both; text-align: center;">
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WPC的Qi 定義了Power transmitter (TX)是如何偵測到Power Receiver(RX),到如何</div>
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建立起協議(Contract),進而供電。下面就是TX與RX的控制流程。</div>
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<b>1. Selection</b></div>
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在這個階段,TX會去偵測是否有物體被放置。物體有兩種,一種是RX,</div>
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另外就是異物。TX會透過Ping來偵測是否物體是RX,RX在接收到TX給</div>
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Digital ping後,就有足夠的電力來傳送自身的資訊給TX,TX再跟據進行</div>
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identification & Configuration。</div>
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<b>2. Ping</b></div>
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Ping有兩種,一種是Analog Ping,另一種是Digital Ping。 為了降低TX在偵</div>
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測物體放置的功耗,TX會先傳送耗電比較小的Analog Ping來偵測TX線圈</div>
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上的電壓或電流。Analog Ping是加一段較低電壓的弦波電壓在TX線圈上,</div>
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如果有異物或RX的線圈被放靠近TX線圈,這個弦波電壓就會衰減。TX</div>
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由此判斷有物體在TX線圈上,這時TX再傳送Digital Ping,就是一個較大</div>
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電壓振幅的訊號,RX線圈在接收到這個訊號後,這個訊號能提供電力讓</div>
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RX IC啟動,並立即回覆"信號強度"的封包給TX,TX在接收到這個封包</div>
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後,才會持續提供電力給RX。如果RX沒有回覆,TX就會停止提供電力。</div>
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<b>3. Identification & Configuration</b></div>
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當RX回覆""信號強度給TX後,RX便進到Identification & Configuration,這</div>
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時RX會再回送"Identification"與"Configuration"封包給TX,讓TX得知RX的</div>
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資訊。 Identification這個封包包括了RX是符合WPC spec的版本,RX制造商</div>
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的WPC編號、RX的基本Device編號。如果"Ext" bit為"1",就表示RX會再多</div>
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傳一個"Extended Device Identifier"</div>
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另外Configuration封包,包括了RX需要的maximum power value, Window平</div>
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均的參數。</div>
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Identification packet</div>
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Configuration packet</div>
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<b>4.Power transfer </b></div>
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TX會基於RX傳送來的"Identification"& "Configuration"來建立Power transfer </div>
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contract。如果RX需要的Power小於等於5W,TX與RX就會直接進到Power </div>
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transfer mode,在這 個mode,TX就會開始供電給RX,RX可以直接輸出</div>
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Power給它的負載。在這個階段,RX不停地偵測目前的情況,並回報下面</div>
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這些命令給TX,TX就可以因應。</div>
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<b><span style="font-family: "wingdings";">§</span> </b><span style="font-family: "cambria";"><b>Control Error Packet.</b></span><span style="font-weight: normal;"> </span></div>
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<span style="font-weight: normal;"> RX回報Control Error的值給TX,TX就根據這個值</span>來改變TX線圈的電流,</div>
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調整TX輸出的 能量,直到Control Error的值為"0"。</div>
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<b><span style="font-family: "wingdings";">§</span> </b><span style="font-family: "cambria";"><b>Received Power Packet.</b></span><span style="font-family: "cambria";"> </span></div>
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<span style="font-family: "cambria";"> TX需要得知Power Loss,才能去判斷是否有</span><span style="font-family: "cambria";">FO(異物),如下面的公式,PT</span></div>
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<span style="font-family: "cambria";"> 是TX的輸出功率,</span><span style="font-family: "cambria";">PR是RX接收到功率,這</span><span style="font-family: "cambria";">兩</span><span style="font-family: "cambria";">個值相減,就是Loss損失功率</span></div>
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<span style="font-family: "cambria";"> 。所以RX要不停去回報PR,TX才能</span><span style="font-family: "cambria";">去更新</span><span style="font-family: "cambria";">Loss功率值。</span></div>
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<b><span style="font-family: "wingdings";"><br /></span></b></div>
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<b><span style="font-family: "wingdings";"><br /></span></b></div>
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<b><span style="font-family: "wingdings";"><br /></span></b></div>
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<b><span style="font-family: "wingdings";">§</span> </b><span style="font-family: "cambria";"><b>Charge Status Packet.</b></span> </div>
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如果RX裝置有搭載可充式能源儲存零件,例如電池。RX可以用這個封包來</div>
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回報電池充電的狀態,0~100%。</div>
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<b><span style="font-family: "wingdings";">§</span> <span style="font-family: "cambria";">End Power Transfer Packet.</span></b></div>
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<span style="font-family: "cambria";"> RX發送End Power Transfer封包給TX,要求結束Power transfer。此外也可以</span></div>
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<span style="font-family: "cambria";"> 註明RX要求結束的原因,例如</span><span style="font-family: "cambria";"> Over current, Over Temperature, Charge </span></div>
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<span style="font-family: "cambria";"> complete... </span></div>
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<b><span style="font-family: "wingdings";">§</span> <span style="font-family: "cambria";">Renegotiate Packet.</span></b></div>
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<span style="font-family: "cambria";"> RX發送Renegotiate封包給TX,來要求調整Power transfer contract。當TX同意</span></div>
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<span style="font-family: "cambria";"> 後,就會進到Renegotiate</span><span style="font-family: "cambria";">階段。</span></div>
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<b>Power transfer contract</b></div>
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<b>5.Negotiation</b></div>
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在Power transfer contract,如果RX需要超過5W的電力,就需要進行</div>
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Negotiation。RX進到Negotiation階段後,可以送出Request來更新Power</div>
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transfer contract,例如將Guaranteed Power從5W改到10W。在這個階</div>
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段,RX也會傳送下面這些的命令,讓TX、RX可以得知彼此的資訊。</div>
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<b><span style="font-family: "wingdings"; font-size: xx-small;"><span style="font-size: 10pt;">§</span></span> <span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;">Specific Request Packet</span></span></b><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><b> </b> </span></span><br />
<span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> 這個Request用來改變Power transfer contract裡的spec。</span></span></span><br />
<b><span style="font-family: "wingdings"; font-size: xx-small;"><span style="font-size: 10pt;">§</span></span> <span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;">General Request Packet</span></span><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"> </span></span></b><br />
<span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> 這個Rquest用來得知TX的資訊。</span></span></span><br />
<b><span style="font-family: "wingdings"; font-size: xx-small;"><span style="font-size: 10pt;">§</span></span> <span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;">FOD Status Packet</span></span><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"> </span></span></b><br />
<span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> RX發送這個命令,用來確認是否TX有偵測到FOD(異物)。</span></span></span><br />
<b><span style="font-family: "wingdings"; font-size: xx-small;"><span style="font-size: 10pt;">§</span></span> <span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;">Proprietary Packet</span></span><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"> </span></span></b><br />
<span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> 這個廠商可以自行定義的,當RX得到TX的ID,並且能辨別到TX。</span></span></span><span style="font-family: "cambria";"> RX</span><br />
<span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> 就可以用這個封包來</span></span></span><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> 傳送特定的命令或資訊,此外TX也要建立這個</span></span></span><br />
<span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> 封包的資訊,</span></span></span><span style="font-family: "cambria";">才能辨別這個封包。</span><br />
<b><span style="font-family: "wingdings"; font-size: xx-small;"><span style="font-size: 10pt;">§</span></span> <span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;">WPID Packet</span></span><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"> <span style="font-weight: normal;"> </span></span></span></b><br />
<span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> RX可以發送WPID(Wireless Power Identifier)給TX,這</span></span></span><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;">是獨一無二的辨</span></span></span><br />
<span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;"> 識</span></span></span><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-size: 10pt;"><span style="font-weight: normal;">碼,讓TX可以辨</span></span></span><span style="font-family: "cambria"; font-size: xx-small;"><span style="font-weight: normal;">別這個RX。</span></span></div>
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<b>6.Calibration</b><br />
在Negotiation結束後,就會進到Calibration階段。在Power transfer階段,有提<br />
到Power loss的計算,這個階段主要是用來增進Power Loss估算的能力,可以<br />
讓FO的偵測更準確。由於各家TX、RX的機構設計、電路設計不同,使得TX<br />
傳送能量的能力與RX接收能量的能力也不同,這使得Power Loss計算的條件<br />
也不同。為了讓Power Loss的標準統一,就需要去校正PT、PR的功率值。校<br />
正的方式是分別在輕載(Light Load)與重載(Connected Load)來得到PT與PR,<br />
再用線性內插法(Linear interpolation)來得到校正常數a,b。在進到Power transfer<br />
mode後,PT、PR的值再用a,b值來校正,再去計算Ploss。TX才能判斷是否是<br />
FO。這部分的數學式可以去看Qi V1.2.2 spec 11.4.3 Calibration。<br />
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Reference:<br />
1. WPC spec 1.2.2-> https://www.wirelesspowerconsortium.com/downloads/<br />
download-wireless-power-specification.html .<br />
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<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com1tag:blogger.com,1999:blog-2966371487322629136.post-24294721436331848322016-04-19T18:39:00.002-07:002022-02-07T00:13:50.208-08:00USB Type-C Port Controller<br />
<span style="font-size: large;">USB Org defined the Port Controller and its architecture in Oct 2015. The Type-C</span><br />
<span style="font-size: large;">port Manager is moved out from PD controller. The MCU or EC(embeded</span><br />
<span style="font-size: large;">controller) can be the Type-C port Manager, it can control many Type-C Port</span><br />
<span style="font-size: large;">Controllers by I2C at the same time.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA3bLNgk1wS7NbU6wxkSzY_XFfQh6uApEPyN2ApILIGPfszZXkjl7JPxUTUsYHa_5BNiixlK0o-hslUakWahCO00ydJ_c-dWnt3aT2Wg4BomdBfoa2REW0EVwziXe4zF7Y1CsYQvph4tA/s1600/PortController.jpg" imageanchor="1"><img border="0" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA3bLNgk1wS7NbU6wxkSzY_XFfQh6uApEPyN2ApILIGPfszZXkjl7JPxUTUsYHa_5BNiixlK0o-hslUakWahCO00ydJ_c-dWnt3aT2Wg4BomdBfoa2REW0EVwziXe4zF7Y1CsYQvph4tA/s640/PortController.jpg" width="640" /></a><br />
<span style="font-size: large;">The TCPM (Type-C Port Manger) is used to decide these Type-C PD port function</span><br />
<span style="font-size: large;">and behavior, The TCPC (Type-C Port Controller) is passive and is used for Type-C</span><br />
<span style="font-size: large;">logic and PD data transceiver. Many registers are defined in TCPC spec, the TCPM</span><br />
<span style="font-size: large;">can read /write these register to get status of Type-C port and control TCPC.</span><br />
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<br />
<span style="font-size: large;">The following are how the TCPM and TCPC finish the Type-C connection and </span><br />
<span style="font-size: large;">VBUS 5V to HighVoltage transition. </span><br />
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<h4>
<span style="font-size: x-large;">DRP Type-C port initialize and CC connection.</span></h4>
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<span style="font-size: large;">1. Before the connection. TCPC set TCPC to be DRP.</span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">Write ROLE_CONTROLROLE_CONTROL.DRP = 1b </span></span><span style="color: #9c004c; font-size: large;">;TCPM set TCPC to be DRP.</span><span style="color: #9c004c; font-size: large;"> </span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">ROLE_CONTROL.CC2=01b or 10b <span style="color: #9c004c;">;set initial status of CC1 and CC2 to be Rp or Rd.</span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "times new roman";"><span style="color: #2d4fc9;">ROLE_CONTROL.CC1=01b or</span></span> <span style="font-family: "times new roman";"><span style="color: #2d4fc9;">10b</span></span> <span style="font-family: "times new roman";"><span style="color: #2d4fc9;"> </span></span></span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">ROLE_CONTROL.CC1=ROLE_CONTROL.CC2</span></span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">POWER_CONTROL.AutoDischargeDisconnect=0 <span style="color: #9c004c;">;set no autodischarge when CC Disconnect.</span></span></span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">Write COMMAND.Look4Connection <span style="color: #9c004c;">TCPM wrote Look4Connection to TCPC to ask TCPC start to detect connection according to Role_Control register setting and toggle Rp/Rd.</span></span></span></div>
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<span style="font-size: large;"><span style="color: #2d4fc9;"><span style="font-family: "times new roman";">Set CC_STATUS.Looking4Connection=1b <span style="color: #9c004c;">;After TCPC received Look4Connection command, the TCPC register </span></span></span><span style="color: #9c004c;"><span style="font-family: "times new roman";">CC_STATUS.Looking4Connection would be "1b". And then </span></span></span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">TCPC start to toggling the CC.</span></div>
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<span style="font-size: large;">2. After the connection.</span></div>
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<b><span style="font-family: "times new roman"; font-size: large;">Potential_Connect_as_Source <span style="color: #990000;">; When TCPC to be Source</span></span></b></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">Either CC line = Src.Rd or both CC lines = Src.Ra </span><span style="color: #990000;">; if One of the CC pin voltage is </span><span style="color: #9c004c;">vRd or both </span></span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">CC pin voltage are vRa.</span></div>
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<span style="color: #2d4fc9; font-size: large;"><span style="font-family: "times new roman";">for >tTCPCFilter <span style="color: #9c004c;">;Debounce time</span></span></span><span style="color: #9c004c; font-size: large;"><span style="font-family: "times new roman";">(4~500us)</span></span></div>
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<u><span style="font-family: "times new roman"; font-size: large;">Set Source Status</span></u></div>
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<span style="color: #2d4fc9;"><span style="font-family: "times new roman"; font-size: large;">CC_STATUS.Looking4Connnection=0b <span style="color: #9c004c;">;TCPC stop to detect connection.</span></span></span></div>
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<span style="color: #2d4fc9;"><span style="font-family: "times new roman"; font-size: large;">CC_STATUS.ConnectResult=0b <span style="color: #9c004c;">; TCPC set this CC pin is to be Rp.</span></span></span></div>
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<span style="font-size: large;"><b><span style="font-family: "times new roman";">Potential_Connect_as_Sink </span></b><b><span style="font-family: "times new roman";"><span style="color: #9c004c;">;When TCPC to be Sink</span></span></b></span></div>
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<span style="font-size: large;"><span style="color: #2d4fc9;"><span style="font-family: "times new roman";">Either CC line != Snk.Open </span></span><span style="color: #9c004c;"><span style="font-family: "times new roman";">;if One of the CC pin voltage >vRa. </span></span></span></div>
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<span style="font-size: large;"><span style="color: #2d4fc9;"><span style="font-family: "times new roman";">for >tTCPCFilter </span></span><span style="color: #9c004c;"><span style="font-family: "times new roman";">;Debounce time</span><span style="font-family: "times new roman";">(4~500us)</span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "times new roman";"><span style="color: #2d4fc9;">CC_STATUS.Looking4Connection=0b </span></span><span style="color: #2d4fc9;"><span style="font-family: "times new roman";"><span style="color: #9c004c;">;TCPC stop to detect </span></span></span></span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">connection.</span></div>
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<span style="font-size: large;"><span style="color: #2d4fc9;"><span style="font-family: "times new roman";">CC_STATUS.ConnectResult=1b </span></span><span style="color: #2d4fc9;"><span style="font-family: "times new roman";"><span style="color: #9c004c;">;TCPC set CC to be Rd.</span></span></span></span></div>
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<span style="font-size: large;">3. TCPC alert the TCPM </span></div>
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<span style="color: #2d4fc9; font-family: "times new roman"; font-size: large;">TCPC Set ALERT.CcStatus=1b </span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">;TCPC Alert register's b0 =>CC status=1 mean the status of CC has been changed.</span></div>
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<span style="font-family: "times new roman";"><span style="color: #2d4fc9;"><span style="font-size: large;">TCPM read ALERT <span style="color: #9c004c;"> ;TCPM detect Alert and then read the Alert register</span></span></span></span></div>
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<span style="color: #2d4fc9;"><span style="font-family: "times new roman"; font-size: large;">TCPM check if "ALERT.CcStatus=1b?" </span></span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">;check if the status of CC have been changed</span></div>
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<span style="color: #2d4fc9;"><span style="font-size: large;"><span style="color: #2d4fc9; font-family: "times new roman";">Yes=>TCPM check if "</span><span style="color: #2d4fc9; font-family: "times new roman";">C_STATUS.Looking4Connection=0</span> <span style="font-family: "times new roman";"><span style="color: #2d4fc9;">?" </span><span style="color: #9c004c;">; If yes, check if TCPC </span></span></span></span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">stop to detect connection. If yes, enter debounce time.</span></div>
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<span style="color: #2d4fc9; font-size: large;"><span style="font-family: "times new roman";">Read CC_STATUSDebounce for tCCDebounce<span style="color: #9c004c;"> </span></span></span><span style="font-size: large;"> </span><span style="color: #9c004c; font-size: large;"><span style="font-family: "times new roman";">;Debounce time</span></span><span style="font-size: large;"> </span><span style="color: #2d4fc9; font-size: large;"><span style="font-family: "times new roman";"><span style="color: #9c004c;">(100ms~200ms)</span></span></span></div>
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<span style="color: #2d4fc9;"><span style="font-family: "times new roman"; font-size: large;">Write ROLE_CONTROL.CC1 & CC2 per decision <span style="color: #9c004c;">;TCPM set TCPC's </span></span></span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">Role_control register </span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">CC1 or CC2 to be Ra,Rd or Rp.</span></div>
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<span style="color: #2d4fc9;"><span style="font-family: "times new roman"; font-size: large;">Write TCPC_CONTROl.PlugOrientation <span style="color: #9c004c;">;TCPM set PlugOrientation of TCPC_control register to be CC1 or CC2. </span></span></span></div>
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<span style="font-size: large;"><span style="color: #2d4fc9;"><span style="font-family: "times new roman";">Write POWER_CONTROL.AutoDischargeDisconnect=1 </span></span><span style="font-family: "times new roman";"><span style="color: #2d4fc9;">& POWER_CONTROL.EnableVconnConnection</span></span></span></div>
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<span style="color: #2d4fc9;"><span style="font-family: "times new roman"; font-size: large;"><span style="color: #9c004c;">;TCPM enable TCPC VBUS Autodischarge, The TCPC would discharge VBUS when the VBUS was under vSafe0V(max) or VBUS_STOP_Discharge_Threshold. </span></span></span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">TCPM set TCPC to output VCONN if one of CC is Ra.</span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">Write Alert.CcStatus=0b </span></span><span style="color: #9c004c; font-family: "times new roman"; font-size: large;">;Clear the CcStatus of Alert register.</span></div>
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<span style="font-family: "times new roman"; font-size: large;">4.Connection Established, TCPM m</span><span style="font-family: "times new roman"; font-size: large;">onitor the Alert signal</span></div>
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<h4>
<span style="font-size: x-large;"><b>Support USB PD and change the VBUS voltage.</b></span></h4>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA3bLNgk1wS7NbU6wxkSzY_XFfQh6uApEPyN2ApILIGPfszZXkjl7JPxUTUsYHa_5BNiixlK0o-hslUakWahCO00ydJ_c-dWnt3aT2Wg4BomdBfoa2REW0EVwziXe4zF7Y1CsYQvph4tA/s1600/PortController.jpg" imageanchor="1"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw_v7NbtAlPHGm2yKhDayEFL7OZ0zTHfRYc9EHCHrTCJVHtzcVGGU0B1WvJWAzes8BjKAsa_9FqmRlpm4sV0REQqbUaY6LcqZQ32A35EsSaqREW9kDURG54vEFn7paJSskq0UwK8q1HC8/s1600/TCPC+5VtoHigh.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw_v7NbtAlPHGm2yKhDayEFL7OZ0zTHfRYc9EHCHrTCJVHtzcVGGU0B1WvJWAzes8BjKAsa_9FqmRlpm4sV0REQqbUaY6LcqZQ32A35EsSaqREW9kDURG54vEFn7paJSskq0UwK8q1HC8/s1600/TCPC+5VtoHigh.jpg" /></a><br />
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<span style="font-size: large;">1. Currently the TCPC is output VBUS 5V</span><br />
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<span style="color: #2d4fc9;"><span style="font-family: "times new roman"; font-size: large;">Sourcing 5V over VBUS </span></span><span style="color: #cc0000; font-size: large;">;VBUS output 5V</span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">POWER_STATUS.SourcingVBUS=1 </span><span style="color: #cc0000;">;the status SourcingVBUS=1 mean this TCPC output VBUS 5V now.</span></span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;">POWER_STATUS.SourcingHighVoltage=0 </span><span style="color: #cc0000;">;the SourcingHighVoltage=0 mean the VBUS is 5V not high voltage now. </span></span></div>
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<span style="font-size: 19px;">2. After </span><span style="font-size: 19px;">TCPM accepted the </span><span style="font-size: 19px;">request from f</span><span style="font-size: 19px;">ar end Sink side</span><span style="font-size: 19px;"> for High voltage VBUS.</span><span style="font-size: 19px;"> </span><span style="font-size: 19px;">TCPM would send Vendor Defined command to set the target voltage of HighVoltage.</span><span style="font-size: 19px;"> </span></div>
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<span style="font-size: large;">3.<span style="color: #2d4fc9;">Write command.SourceVbusHighVoltage </span></span><span style="font-size: 19px;"><span style="color: #cc0000;">;TCPM write SourceVbusHighVoltage to command register </span></span></div>
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<span style="font-size: 19px;">4.After TCPC received the SourceVbusHighVoltage, TCPC change the VBUS from 5V to HighVoltage.And then..</span></div>
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<span style="font-size: large;"><span style="color: #2d4fc9;"><span style="font-family: "times new roman";"> TCPC set POWER_STATUS.SourcingHighVoltage=1 </span></span> <span style="color: #cc0000; font-family: "times new roman";">;TCPC set register Power_Status SourcingHighVoltage bit to be "1b"。</span></span></div>
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<span style="font-family: "times new roman"; font-size: large;"><span style="color: #2d4fc9;"> TCPC set ALERT.PowerStatus </span><span style="color: #cc0000;"> ;TCPC set register Alert Power status bit to be "1b".</span></span></div>
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<span style="font-size: 19px;">5.TCPM read alert register and recognize the TCPC has finished the HighVoltage VBUS transition.</span></div>
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<span style="font-size: large;">1.USB 3.1 spec http://www.usb.org/developers/docs/</span>KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com6tag:blogger.com,1999:blog-2966371487322629136.post-56519895509017105782015-10-27T21:01:00.001-07:002022-02-07T00:14:07.650-08:00USB Power delivery for Alternative mode<div class="separator" style="clear: both; text-align: center;">
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USB PD除了電源需求的溝通,也可以用來溝通彼此的信號需求,例如使用原來</div>
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Type-C USB3.x的通道,用來傳輸Displayport,PCIE等高速訊號。</div>
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下面是DFP端與UFP端交握的過程,DFP端利用PD的protocol,來得知對方是什麼</div>
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樣的裝置,UFP端也會讓DFP端知道它支援那些高速訊號,再由DFP端來決定要</div>
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提供USB或Displayport或PCIE給UFP端。</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdUFNv_b584QnFwBT9am5h1leg55ww61jt0Ix9oV531lF_F2Xmc_wuN1NZMRz8oDpvrgIoxd8n5Ig_0koTlUYjwEhXw6fEeomYmKSAjVJYI3lqFvE_xJ05T91uygoH_YL1Ac71A74DSa4/s1600/AlternateMode.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdUFNv_b584QnFwBT9am5h1leg55ww61jt0Ix9oV531lF_F2Xmc_wuN1NZMRz8oDpvrgIoxd8n5Ig_0koTlUYjwEhXw6fEeomYmKSAjVJYI3lqFvE_xJ05T91uygoH_YL1Ac71A74DSa4/s640/AlternateMode.jpg" width="458" /></a></div>
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<span style="color: black; font-size: large; line-height: 16px;"><span lang="en-US">1.</span></span><span style="font-family: "cambria" , serif; font-size: large; line-height: 24px;"><b>Discover Identity</b></span><span style="font-family: "cambria" , serif; font-size: large; line-height: 24px;"><b> VDM command</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKV7eyLL1_6kP6hNd0IAC_4AembgAp_9EXCBVHZTs2yiRa2QcPAZfu13ckIlwKgwYGTZ2TR7zngBJfHelTVM-2vhIrnoSJFEJoELXbgLo-VN0U9kbbkW8OEb_elFvaer-dxx_ccP6UA9Q/s1600/DiscoverIdentity.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="484" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKV7eyLL1_6kP6hNd0IAC_4AembgAp_9EXCBVHZTs2yiRa2QcPAZfu13ckIlwKgwYGTZ2TR7zngBJfHelTVM-2vhIrnoSJFEJoELXbgLo-VN0U9kbbkW8OEb_elFvaer-dxx_ccP6UA9Q/s640/DiscoverIdentity.jpg" width="640" /></a></div>
<span style="font-family: "calibri" , serif; font-size: large; line-height: 16px;">Send VDM 1xxFh,FF00h,8001h</span><br />
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<span style="font-size: large;"><span style="font-family: "calibri" , serif;"> Receive VDM from UFP side and check </span><span style="font-family: "calibri" , serif; line-height: 24px;">if ACK bits is “01”h</span></span></div>
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<span style="font-family: "calibri" , serif; font-size: large;"><span lang="en-US"> Check device or Cable spec</span></span><br />
<span style="font-family: "calibri" , serif; font-size: large;"><span lang="en-US"><br /></span></span>
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<span style="font-size: large;">2. </span><span style="font-family: "symbol" , serif; font-size: large;"><span lang="en-US"><span style="font-family: "cambria" , serif;"><b>Discover SVIDs </b></span></span></span><b style="font-family: Cambria, serif; font-size: x-large; line-height: 24px;">VDM command</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmbhksA5zzvqZapy4A-ySL7ep8RVy_nIBmu8AsiMc-tHIt9Ff4lhtsPvnuMmQSnFYHkgpAnfdhD2OzlLB8tSeqHW15tXTyU_AAQHcipYfmpmBS0djGdhtObdLnwgi_2eo8DOEnOD-8ln8/s1600/DiscoverSVID.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmbhksA5zzvqZapy4A-ySL7ep8RVy_nIBmu8AsiMc-tHIt9Ff4lhtsPvnuMmQSnFYHkgpAnfdhD2OzlLB8tSeqHW15tXTyU_AAQHcipYfmpmBS0djGdhtObdLnwgi_2eo8DOEnOD-8ln8/s640/DiscoverSVID.jpg" width="640" /></a></div>
<span style="font-family: "calibri" , serif; font-size: large; line-height: 16px;">Send VDM</span><span style="font-family: "calibri" , serif; font-size: large; line-height: 16px;"><span lang="en-US">,1xxFh,FF00h,8002h</span></span><br />
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<span style="font-size: large;"><span style="font-family: "calibri" , serif;"> Receive VDM </span></span><span style="font-family: "calibri" , serif; font-size: large;">from UFP side </span><span style="font-family: "calibri" , serif; font-size: large;">and check </span><span style="font-family: "calibri" , serif; font-size: large;">if ACK bits is “01”h</span></div>
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<span style="font-size: large;"><span style="font-family: "calibri" , serif;"><span lang="en-US"> Check device SVID</span></span></span></div>
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<b style="font-family: Cambria, serif; font-size: x-large; line-height: 24px;">3.Discover Modes </b><b style="font-family: Cambria, serif; font-size: x-large; line-height: 24px;">VDM command</b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioRAk-N1fOeRbP1lX5xyEvzPmMU7_gyOtA5-qkNnWERtX1iOceYeicJV_SN4GO_s451gvVRHN2YrKtf5eFHstWWGVjX8Gc73_BsoR9j87FNqlufDqSr_KNZJHzSCW1sHCHpFkS00kn5ZY/s1600/DiscoverMode.jpg" imageanchor="1" style="line-height: normal; margin-left: 1em; margin-right: 1em;"><img border="0" height="450" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioRAk-N1fOeRbP1lX5xyEvzPmMU7_gyOtA5-qkNnWERtX1iOceYeicJV_SN4GO_s451gvVRHN2YrKtf5eFHstWWGVjX8Gc73_BsoR9j87FNqlufDqSr_KNZJHzSCW1sHCHpFkS00kn5ZY/s640/DiscoverMode.jpg" width="640" /></a></div>
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<span style="font-size: large;"><span style="font-family: "calibri" , serif;">Send VDM</span><span style="font-family: "calibri" , serif;"><span lang="en-US">,1xxFh,xxxxh (SVID),8003h</span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "calibri" , serif;">Receive VDM </span></span><span style="font-family: "calibri" , serif; font-size: large; line-height: 100%;">from UFP side </span><span style="font-family: "calibri" , serif; font-size: large; line-height: 100%;">and check </span><span style="font-family: "calibri" , serif; font-size: large; line-height: 100%;">if ACK bits is “01”h</span></div>
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<span style="font-family: "calibri" , serif; font-size: large;"><span lang="en-US">Check device Mode</span></span></div>
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<span style="font-family: "calibri" , serif; font-size: large;"><span lang="en-US"><br /></span></span>
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<span style="color: black; font-size: large;"><span lang="en-US">4.</span></span><span style="font-family: "cambria" , serif; font-size: large; line-height: 24px;"><b>Enter Mode</b></span><span style="font-family: "calibri" , serif; font-size: large;"><span lang="en-US"><br /></span></span>
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<span style="font-size: large;"><span style="font-family: "calibri" , serif;">Check which mode you want to enter.</span></span><br />
<span style="font-size: large;"><span style="font-family: "calibri" , serif;">Send VDM</span><span style="font-family: "calibri" , serif;"><span lang="en-US">,1xxFh,xxxxh (SVID),8x04h (x is object mode position)</span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "calibri" , serif;">Receive VDM </span></span><span style="font-family: "calibri" , serif; font-size: large; line-height: 100%;">from UFP side </span><span style="font-family: "calibri" , serif; font-size: large; line-height: 100%;">and check </span><span style="font-family: "calibri" , serif; font-size: large; line-height: 100%;">if ACK bits is “01”h</span></div>
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<span style="font-size: large;"><span style="color: black;"><span lang="en-US">5.</span></span><span style="font-family: "cambria" , serif; line-height: 100%;"><b>Control
Mux</b></span></span><br />
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<span style="font-family: "calibri" , serif; font-size: large; line-height: 100%;">Control
the Super speed Mux by MCU or PD IC. Depend</span><br />
<span style="font-family: "calibri" , serif; font-size: large; line-height: 100%;">on the mode you want to enter.</span><br />
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<span style="font-size: large;"><b>Reference</b></span><br />
1. USB PD 2.0<br />
2. VESA, DisplayPort Technology Update <br />
https://www.vesa.org/wp-content/uploads/2015/07/VESA-Taiwan-Press-61115.pdf<br />
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KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com1tag:blogger.com,1999:blog-2966371487322629136.post-86114177548864697562015-04-16T02:34:00.000-07:002022-02-07T00:14:21.383-08:00USB Power Delivery for USB Type C<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">這篇文章是來解釋USB PD在TypeC</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">是如何來進行的。</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">TypeC與Type A/B在流程</span></span><br />
<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">上不同的</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">是,Type-C需要先建透過CC pin去建立兩端DFP與UFP。</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">而TypeA/B</span></span><br />
<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">的角色從Connector</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">的公母端,就已經確定的,而TypeAB則是用ID pin來判斷</span></span><br />
<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">誰是DFP或UFP。當DFP與UFP</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">透過Type-C連接,會先進行下面四點,這個在</span></span><br />
<span style="background-color: #fff2cc; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">我的另一篇網誌有解釋過了。</span><br />
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<span style="background-color: #fff2cc; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">1. Detect attach of USB ports, e.g. a DFP to a UFP</span><br />
<span style="background-color: #fff2cc; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">2. Resolve cable orientation and twist connections to establish USB data </span><br />
<span style="background-color: #fff2cc; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;"> bus routing</span><br />
<span style="background-color: #fff2cc; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">3. Establish DFP and UFP roles between two attached ports</span><br />
<span style="background-color: #fff2cc; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">4. Configure VBUS: USB Type-C Current modes</span><br />
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<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">在上面四點完成後,便開始進行USB PD的連接與溝通,</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">這時VBUS電壓是5V,</span></span><br />
<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">電流是依照</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">Type-C current mode,再來便是進行</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">Power Negotiation </span></span><br />
<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">(</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">PD spec 8.3.2.3)。</span></span><br />
<span style="color: #444f58; font-family: "arial";"><span style="background-color: #fff2cc; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">1.Power Source會周期性的持續送<b>Source Capabilities</b> messages,</span></span><br />
<span style="color: #444f58; font-family: "arial";"><span style="background-color: #fff2cc; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">2.當Source收到SINK送出的<b>GoodCRC</b>,表示兩端PD已連接。</span></span><br />
<span style="color: #444f58; font-family: "arial";"><span style="background-color: #fff2cc; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">3. 連接後,SINK會送出<b>Request</b> message,裡面包括</span></span><br />
<span style="color: #444f58; font-family: "arial";"><span style="background-color: #fff2cc; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">4.Source認可SINK的<b>Request</b>後,發<b>Accept</b>給UFP。</span></span><br />
<span style="color: #444f58; font-family: "arial";"><span style="background-color: #fff2cc; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">5.Source轉換到SINK <b>Request</b>的電壓後,發<b>PS_RDY</b>給SINK。。</span></span><br />
<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial";"><span style="font-size: 15.3999996185303px; line-height: 21.5599994659424px;">6.</span></span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">Power Negotiation完成,SINK</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">開始依照新的供電來運作。</span></span><br />
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<span style="background-color: #fff2cc; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">PD Negotiation的第3個動作,如果Source的Capabilities不能滿走SINK在電壓</span><br />
<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">或電流的需</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">求,</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">SINK送出的</span><b style="color: #444f58; font-family: Arial; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">Request</b><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;"> message (Table 6-13)便會設置</span><b style="color: #444f58; font-family: Arial; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">Capability</b></span><br />
<span style="background-color: #fff2cc;"><b style="color: #444f58; font-family: Arial; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">Mismatch bit</b><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">。</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">Source端</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">在接收到後,Source端可以送出</span><b style="color: #444f58; font-family: Arial; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">Get Sink Capabilities</b></span><br />
<span style="background-color: #fff2cc;"><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">,來得到SINK再回<b>Sink Capabilities</b></span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">。之後Source</span><span style="color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">再去確認,是否它可以得到更</span></span><br />
<span style="background-color: #fff2cc; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">大的供電能力來提供SINK。</span><br />
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<span style="background-color: #fff9ee; color: #444f58; font-family: "arial"; font-size: 15.3999996185303px; line-height: 21.5599994659424px;"><br /></span>KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com33tag:blogger.com,1999:blog-2966371487322629136.post-81378497034994854682015-01-06T01:38:00.002-08:002022-02-07T00:23:05.668-08:00Arduino power consumption reduction<span style="font-family: Arial, Helvetica, sans-serif;">要試著將我手上的Arduino Pro Mini功耗降到最低,我上網查了一些文章,</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">也做了一些</span><span style="font-family: Arial, Helvetica, sans-serif;">實驗。結果就是讓板子在進到power down mode時,功耗為</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">18.7uA/3.3V。如果有那位</span><span style="font-family: Arial, Helvetica, sans-serif;">大大知道如何讓功耗再往下降,請不吝指教。</span><br />
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<span style="orphans: 2; text-align: -webkit-auto; widows: 2;"><span style="font-family: Arial, Helvetica, sans-serif;">在一開始我參考下面reference列的那個網址,在進到power down mode</span></span></div>
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<span style="orphans: 2; text-align: -webkit-auto; widows: 2;"><span style="font-family: Arial, Helvetica, sans-serif;">的功耗是112uA,</span></span><span style="font-family: Arial, Helvetica, sans-serif; orphans: 2; text-align: -webkit-auto; widows: 2;">後來去修改</span><span style="font-family: Arial, Helvetica, sans-serif; orphans: 2; widows: 2;">register </span><span style="font-family: Arial, Helvetica, sans-serif; orphans: 2; text-align: -webkit-auto; widows: 2;">MCUCR去關掉BOD,功耗降到</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; orphans: 2; text-align: -webkit-auto; widows: 2;">106uA。後來再去修改register PRR,</span><span style="font-family: Arial, Helvetica, sans-serif; orphans: 2; text-align: -webkit-auto; widows: 2;">將Timer0~2,TWI,SPI,USART0,</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; orphans: 2; text-align: -webkit-auto; widows: 2;">ADC關掉,才讓功耗降到18uA。此外原本reference code是用函式</span></div>
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sleep_mode()來進到sleep mode,但這個函式會去打開一些前面關掉的</div>
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設定,所以要改用函式sleep_cpu()來進sleep mode。</div>
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為了去降低功耗,也需要硬體去配合,我將Arduino Pro Mini上的U2</div>
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LDO拆掉,還有紅色的LED1也拿掉。另外將INT0 pin接到一個button</div>
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,當系統開機後3秒,會自動進到sleep mode,這時再按下button,</div>
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就可以觸發<span style="color: blue;"> </span><span style="color: blue;">attachInterrupt</span>事件,來喚醒MCU。</div>
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<span style="color: blue;">#include <avr/sleep.h></span><br />
<span style="color: blue;">#include <avr/power.h></span><span style="color: blue;"> </span><br />
<span style="color: blue;">void setup(void)</span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;"> </span>// the GPIO comprise 3 part, B,C,D.<br />
<span style="color: blue;"> DDRD &= B00000011; </span> // set Arduino pins 2 to 7 as inputs, leaves 0 & 1<br />
<span style="color: blue;"> DDRB = B00000000; </span>// (RX & TX) as is set pins 8 to 13 as inputs<br />
<span style="color: blue;"> PORTD = B00000100; </span>// disable pullups on pins 3 to 7<br />
<span style="color: blue;"> PORTB = B00000000; </span> // disable pullups on pins 8 to 13<br />
<span style="color: blue;"> pinMode(13,OUTPUT); </span> // set pin 13 as an output so we can use LED to monitor<br />
<span style="color: blue;"> digitalWrite(13,HIGH); </span>// turn pin 13 LED on<br />
<span style="color: blue;"> Serial.begin(9600); </span><br />
<span style="color: blue;">}</span><br />
<span style="color: blue;"> //</span><br />
<span style="color: blue;">void loop(void)</span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;"> </span> // Stay awake for 1 second, then sleep.<br />
// LED turns off when sleeping, then back on upon wake.<br />
<span style="color: blue;"> delay(3000);</span><br />
<span style="color: blue;"> sleepNow();</span><br />
<span style="color: blue;">}</span><br />
<span style="color: blue;"> //</span><br />
<span style="color: blue;">void sleepNow(void)</span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;"> Serial.println("Go to sleep");</span><br />
<span style="color: blue;"> </span><br />
<span style="color: blue;"> </span> // Set pin 2 as interrupt and attach handler:<br />
<span style="color: blue;"> attachInterrupt(0, pinInterrupt, LOW);</span><br />
<span style="color: blue;"> delay(100);</span><br />
<span style="color: blue;"> </span> //<br />
// Choose our preferred sleep mode:<br />
<span style="color: blue;"> set_sleep_mode(SLEEP_MODE_PWR_DOWN);</span><br />
<span style="color: blue;"> </span>//<br />
// Set sleep enable (SE) bit:<br />
<span style="color: blue;"> sleep_enable();</span><br />
<span style="color: blue;"> digitalWrite(13,LOW); </span>// turn LED off to indicate sleep<br />
// Put the device to sleep:<br />
<span style="color: blue;"> </span><span style="color: red;">MCUCR |= bit(BODSE) | bit(BODS); </span>// timed sequence<br />
<span style="color: blue;"> </span><span style="color: red;">MCUCR = (MCUCR & ~bit(BODSE)) | bit(BODS);</span><br />
<span style="color: blue;"> </span><br />
<span style="color: blue;"> </span><span style="color: red;">ADCSRA &= ~(1 << ADEN);</span><br />
<span style="color: red;"> PRR = 0xFF;</span><br />
<span style="color: red;"> sleep_cpu();</span><br />
<span style="color: blue;"> </span>//sleep_mode();<br />
<br />
// Upon waking up, sketch continues from this point.<br />
<span style="color: blue;"> sleep_disable();</span><br />
<span style="color: blue;"> Serial.println("sleep disable");</span><br />
<span style="color: blue;"> digitalWrite(13,HIGH); </span> // turn LED on to indicate awake<br />
<span style="color: blue;"> PRR = 0x00;</span><br />
<span style="color: blue;"> </span> // delay(10000);<br />
<span style="color: blue;">}</span><br />
<span style="color: blue;"> //</span><br />
<span style="color: blue;">void pinInterrupt(void)</span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;"> Serial.println("Interrupt");</span><br />
<span style="color: blue;"> detachInterrupt(0);</span><br />
<span style="color: blue;">}</span><br />
<br />
下表為各個power mode,它有那些block是開著或關掉。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9yYhd6T38vaAkyLLjqJCJO_Ga8OFfEtyoXHFESz8ieH_8DtAF_yHbJzbo5pLo8qtbZ0e84MQ3ghXLI5c-kEbJL-BZbX8pCWVl490i8hD2_MvOYhXQPN4wNGjsXcro2qu-nGw0SFSEIuY/s1600/sleepmode.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9yYhd6T38vaAkyLLjqJCJO_Ga8OFfEtyoXHFESz8ieH_8DtAF_yHbJzbo5pLo8qtbZ0e84MQ3ghXLI5c-kEbJL-BZbX8pCWVl490i8hD2_MvOYhXQPN4wNGjsXcro2qu-nGw0SFSEIuY/s1600/sleepmode.jpg" height="260" width="640" /></a></div>
<div>
<br />
<br />
我們利用下面的函式就可以改變sleep mode,在各個sleep mode可以得到不同的功耗。<br />
<span style="color: blue;">set_sleep_mode(SLEEP_MODE_PWR_DOWN);</span></div>
<b><span style="font-family: Arial, Helvetica, sans-serif;">VCC=3.3V</span></b><br />
<span style="font-family: Arial, Helvetica, sans-serif;">ACTIVE_MODE <span style="color: red;">8.0mA</span></span><br />
<div>
<span style="background-color: white; line-height: 21px; orphans: 2; text-align: -webkit-auto; widows: 2;"><span style="font-family: Arial, Helvetica, sans-serif;">SLEEP_MODE_IDLE <span style="color: red;">1.56mA</span></span></span></div>
<div>
<span style="background-color: white; line-height: 21px; orphans: 2; text-align: -webkit-auto; widows: 2;"><span style="font-family: Arial, Helvetica, sans-serif;">SLEEP_MODE_ADC <span style="color: red;">1,.02mA</span></span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; line-height: 21px; orphans: 2; text-align: -webkit-auto; widows: 2;">SLEEP_MODE_PWR_SAVE <span style="color: red;">0.65mA</span></span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; line-height: 21px; orphans: 2; widows: 2;">SLEEP_MODE_STANDBY <span style="color: red;">0.65mA</span></span></span></div>
<span style="font-family: Arial, Helvetica, sans-serif;">SLEEP_MODE_PWR_DOWN <span style="color: red;">18.7uA.</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhic1PoCYG9gjqXEDG5XmNcpg4jRZdBkyEbV1kpvvNofhKUVqUQagEJVUg3_VFUSB-No99dg7nc5_I_9FC85qx7fw9HaA0FM3IG7zpNXkZ9T4mPHHSowwyndleFEvCZMPtz15acQ4kMkM8/s1600/sleepmode_SPEC.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhic1PoCYG9gjqXEDG5XmNcpg4jRZdBkyEbV1kpvvNofhKUVqUQagEJVUg3_VFUSB-No99dg7nc5_I_9FC85qx7fw9HaA0FM3IG7zpNXkZ9T4mPHHSowwyndleFEvCZMPtz15acQ4kMkM8/s1600/sleepmode_SPEC.jpg" height="238" width="640" /></a></div>
<br />
<br />
Reference.<br />
http://www.engblaze.com/hush-little-microprocessor-avr-and-arduino-sleep-mode-basics/<br />
<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-47672041339738063922014-12-21T19:05:00.002-08:002022-02-07T00:17:08.983-08:00Arduino to Bluetooth module HC-06 for wireless controlArduino經由BT module就可以做無線控制的功能,可以應用在IOT,遙控車。我在<br />
淘寶買了一個BT module HC-06,花了大約20塊人民幣。我想先做個最簡單的功<br />
能,也就是控制LED。由於還不會寫Android程式,所以先用PC內建的BT來做控<br />
制。我在PC上的終端機,在BT的com port也就是UART,輸入L (light) or D (dark)<br />
字元,然後透過BT傳送到Arduino板子的UART port,當Arduino板子接收到L or D<br />
字元,就會去控制LED的亮暗。<br />
<br />
1.由於寫程式需要用到UART port來燒錄,需要先將Arduino UART port接到 USB<br />
to UART的轉板,然後燒錄下面的程式。BT module對於Arduino的板子來說,<br />
只是一個UART介面的IC,所以Arduino MCU都是用Serial的函式來與BT module<br />
溝通。由於HC-06預設的Baud rate是9600bps,所以MUC需要用9600bps來跟<br />
HC-06來跟它溝通。另外我用到Arduino板子上的綠光LED,當MCU接收到"L"<br />
就將ledPin設置為1,LED就會亮。當接收到"D",就將ledPin設置為0,LED就會<br />
暗。<br />
<br />
<span style="color: blue;">const int ledPin = 13; </span><br />
<span style="color: blue;">int incomingByte = 0;</span><br />
<span style="color: blue;">void setup() </span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;"> </span>// open a serial connection<br />
<span style="color: blue;"> pinMode(ledPin, OUTPUT); </span><br />
<span style="color: blue;"> Serial.begin(9600); </span><br />
<span style="color: blue;"> Serial.println("Control start, please press L or D");</span><br />
<span style="color: blue;">}</span><br />
<span style="color: blue;">void loop()</span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;">while (Serial.available()) </span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;"> incomingByte=Serial.read();</span><br />
<span style="color: blue;">if ( incomingByte=='L')</span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;"> digitalWrite(ledPin, 1);</span><br />
<span style="color: blue;"> Serial.println("Turn on LED");</span><br />
<span style="color: blue;">}</span><br />
<span style="color: blue;">else if ( incomingByte=='D')</span><br />
<span style="color: blue;"> {</span><br />
<span style="color: blue;"> Serial.println("Turn off LED");</span><br />
<span style="color: blue;"> digitalWrite(ledPin, 0);</span><br />
<span style="color: blue;"> }</span><br />
<span style="color: blue;">else</span><br />
<span style="color: blue;">{</span><br />
<span style="color: blue;"> Serial.println("Wrong input");</span><br />
<span style="color: blue;">}</span><br />
<span style="color: blue;">}</span><br />
<span style="color: blue;">}</span><br />
<br />
2.程式燒錄完後,就可以連接Arduino板子與HC-05,這時你的Arduino板子已經脫離<br />
你的PC了。我們只需要接VCC,GND,TXD,RXD 4條線,注意module的TXD要接到<br />
Arduino板子的RXD,module的RXD要接到Arduino板子的TXD。最後再供外部電<br />
源5V或3.3V給VCC pin,等於是同時供電給Arduino板子與HC-06。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGQGeVWATB4dB4XO3ywrGtGXe5K0r5-qiX1f0sRhwi5Yc0SZ-xy_ZFgydltBpxRz1EQvOEVr8VxE1gZKyWcX8jnxitmAJyjcraFdtYRdMZptCcuWnXrRmNM-WT1DXNZTKPRN5Ex-FjLb8/s1600/hc06_06.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGQGeVWATB4dB4XO3ywrGtGXe5K0r5-qiX1f0sRhwi5Yc0SZ-xy_ZFgydltBpxRz1EQvOEVr8VxE1gZKyWcX8jnxitmAJyjcraFdtYRdMZptCcuWnXrRmNM-WT1DXNZTKPRN5Ex-FjLb8/s1600/hc06_06.jpg" height="160" width="400" /></a></div>
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3.最後我們打開電腦的BT,可以看到您附近有那些BT device,我們選擇連接到<br />
HC-06後,開啟終端機,就可以看到有一個Bluetooth serial port的選項,點選<br />
"OK"後,就會出現終端機畫面,這時你輸入keyboard的L或D會出現訊息,而<br />
LED也會隨著亮或暗。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilPlRQtG4Ka9x134bWaaU7tNYyzcVDiPEdUh1-3m9jP8ASnIdMxgO2LZAdyhadGpsdBI6RiVV1cWBEhs8rCaHfO_n9MF8kcoPXvKOqn8SLKEKzAizP-u-TEd8WCFyR4Si_zB8-UBhE10g/s1600/COM.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilPlRQtG4Ka9x134bWaaU7tNYyzcVDiPEdUh1-3m9jP8ASnIdMxgO2LZAdyhadGpsdBI6RiVV1cWBEhs8rCaHfO_n9MF8kcoPXvKOqn8SLKEKzAizP-u-TEd8WCFyR4Si_zB8-UBhE10g/s1600/COM.jpg" height="237" width="400" /></a></div>
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注:如果要修改BT module的設定,需要用AT command。我們用USB to UART轉板<br />
連接到BT module,只需要VCC,GND,TXD,RXD四條線,然後進到終端機模式<br />
輸入左邊第一排的command就可以來修改BT module的設定。例如輸入"<br />
AT+PIN1234"就是設定BT module的密碼為"1234",Baud rate也可以修改。<br />
<br />
<table style="background-color: #f1f1f1; border-collapse: collapse; color: #4b4b4b; font-family: Tahoma, 'Helvetica Neue', Helvetica, sans-serif; font-size: 13px; line-height: 19.2000007629395px; margin: 0.5em 0px;"><tbody>
<tr><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
<strong>command</strong></div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
<strong>response</strong></div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
<strong>effect</strong></div>
</td></tr>
<tr><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><span class="anchor" id="line-43"></span><br />
<div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
AT+VERSION</div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
OKlinvorV1.6</div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
Gets the version info, no changes</div>
</td></tr>
<tr><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><span class="anchor" id="line-44"></span><br />
<div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
AT+NAMExyz</div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
OKsetname</div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
Sets the module name to "xyz"</div>
</td></tr>
<tr><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><span class="anchor" id="line-45"></span><br />
<div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
AT+PIN1234</div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
OKsetPIN</div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
Sets the module PIN to 1234</div>
</td></tr>
<tr><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><span class="anchor" id="line-46"></span><br />
<div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
AT+BAUD7</div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
OK57600</div>
</td><td style="border: 1px solid rgb(192, 192, 192); padding: 0.25em;"><div class="line862" style="margin-bottom: 0.25em; margin-top: 0.5em; padding: 0px;">
Sets the baud rate to 57600</div>
</td></tr>
</tbody></table>
<br />
<br />
Reference:<br />
1.http://wiki.mikrokopter.de/en/HC-06KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-83588135139962519982014-12-12T00:49:00.002-08:002022-02-07T00:17:21.603-08:00Arduino to Compass GY-273/HMC5883L 三軸電子羅盤 要在Arduino開發版載入電子羅盤很容易,在網路上有很多相關的網站提供Library與函式,減少入門者開發的時程。下面便是利用網路上的範例程式來驗証HMC5883L三軸電子羅盤。 <br />
<br />
<br />
1.將Adruino的I2C pin A4,A5接到GY-273的SDA,SCL。GY-273的VCC可以直接接Arduino上的 5V,GY-273支援5~3V輸入。再連接上兩塊板子的GND,硬體設置便完成了。<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihAcmnS4fsFN5VzDOv3Yl8O5kFdBWH2slqnlm9OtKiGrrnZ9XIOA_5RwKo9ZgggzKykWTk4SSPsCcDD0RbxaqeSA3sVm5Gw-BSwUAYjzy4GL3_76M1rfUoFK5l64Rip5Y3cGsidlMUy5w/s1600/gy273.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihAcmnS4fsFN5VzDOv3Yl8O5kFdBWH2slqnlm9OtKiGrrnZ9XIOA_5RwKo9ZgggzKykWTk4SSPsCcDD0RbxaqeSA3sVm5Gw-BSwUAYjzy4GL3_76M1rfUoFK5l64Rip5Y3cGsidlMUy5w/s1600/gy273.jpg" height="233" width="320" /></a><br />
2.找個blog[1]下載的Library,<br />
3.在壓縮檔內還有一個範例程式HMC5883L_Example.ino,我們可以先用這個程式來驗証GY-273的功能。<br />
4. 當你把程式成功upload到Arduino的板子後,再打開Serial Monitor視窗,就可以看到Arduino從HMC5883L讀到的數值。最左邊是三個軸的Raw data,中間的scaled是將Raw data轉成磁場強度,最右邊這排,便是將Raw data轉成磁角度。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtqxixSpb1_cnqnjN74ATkps3JJa-ChJzsQ-RxuJCo5ONt_kBAyIzI0wsh8aTaV-ilN1sBSqg_C9OQ0vzOojSeGwZfhJtLv7n5CvFGo7EZjN3eRW2xZq98Wz6c6PiLkgxoL3tPMo-_5zk/s1600/gy273_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtqxixSpb1_cnqnjN74ATkps3JJa-ChJzsQ-RxuJCo5ONt_kBAyIzI0wsh8aTaV-ilN1sBSqg_C9OQ0vzOojSeGwZfhJtLv7n5CvFGo7EZjN3eRW2xZq98Wz6c6PiLkgxoL3tPMo-_5zk/s1600/gy273_1.jpg" height="276" width="640" /></a></div>
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在驗証Library的過程中,如果出現下面編輯的錯誤訊息<br />
C:\Users\Documents\Arduino\libraries\HMC5883L\HMC5883L.cpp: In member function 'void HMC5883L::Write(int, int)':<br />
C:\Users\Documents\Arduino\libraries\HMC5883L\HMC5883L.cpp:110: error: 'class TwoWire' has no member named 'send'<br />
C:\Users\Documents\Arduino\libraries\HMC5883L\HMC5883L.cpp:111: error: 'class TwoWire' has no member named 'send'<br />
C:\Users\Documents\Arduino\libraries\HMC5883L\HMC5883L.cpp: In member function 'uint8_t* HMC5883L::Read(int, int)':<br />
C:\Users\Documents\Arduino\libraries\HMC5883L\HMC5883L.cpp:118: error: 'class TwoWire' has no member named 'send'<br />
C:\Users\Documents\Arduino\libraries\HMC5883L\HMC5883L.cpp:129: error: 'class TwoWire' has no member named 'receive'<br />
這是因為Arduino版本的問題,在舊版的arduino,Wire的函式是用send,receive指令來收發資料,但新的Arduino是用write,read。要修正這個問題,只要將 <span style="font-family: Arial, Helvetica, sans-serif;">HMC5883L.cpp</span>內的head檔<br />
#include <WProgram.h><br />
改成下面這行, 就可以解決這個問題了。<br />
#include <Arduino.h><br />
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<span style="color: #222222; font-family: DejaVu Sans Mono, Monaco, Consolas, monospace;"><span style="background-color: white; font-size: 12.7272720336914px; line-height: 20.5791778564453px; white-space: nowrap;">Reference</span></span><br />
<span style="background-color: white; font-size: 12.7272720336914px; line-height: 20.5791778564453px; white-space: nowrap;"><span style="color: #222222; font-family: DejaVu Sans Mono, Monaco, Consolas, monospace;">[1] http://bluelemonlabs.blogspot.tw/2013/08/arduino-simple-compass-with-hmc5883l.html</span></span>KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com1tag:blogger.com,1999:blog-2966371487322629136.post-29283807580885501772014-10-31T02:06:00.005-07:002022-02-07T00:17:32.322-08:00Arduino first step (by Arduino PRO Mini)<div class="separator" style="clear: both; text-align: center;">
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1.到Arduino官網下載IDE 程式編輯器,並安裝。</div>
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http://arduino.cc/en/Main/Software</div>
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2. 確認您的Arduino編輯器是如何下載image到你的板子。我在淘寶買了CP2102 7.5塊人民幣,</div>
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還有Arduino Pro Mini 15塊人民幣。由電腦的USB port接到CP2102,轉成UART訊號後燒</div>
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錄到Arduino Pro Mini。</div>
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<span style="font-family: inherit;">2.一開始先打開範例程式,在選單中的File</span><span style="background-color: white; color: #121212; line-height: 20px;"> -> Open,然後再Arduino的目錄底下,進到目錄 examples\01.basics,</span><span style="background-color: white; color: #121212; line-height: 20px;"> 我們先選一個最容易驗証的例子,在Blink目錄底下,選擇blink.ino。</span></div>
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<span style="color: #121212;"><span style="background-color: white; line-height: 20px;">3. 選擇所使用的Arduino硬體裝置,</span></span><span style="background-color: white; color: #121212; line-height: 20px;">在工具列選</span><span style="background-color: white; border: 0px; color: #121212; line-height: 20px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Tools</span><span style="background-color: white; color: #121212; line-height: 20px;"> -> </span><span style="background-color: white; border: 0px; color: #121212; line-height: 20px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Board</span><span style="background-color: white; color: #121212; line-height: 20px;"> -> "Arduino</span><span style="background-color: white; border: 0px; color: #121212; line-height: 20px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"> PRO or Pro Mini (5V, 16MHz) </span><span style="background-color: white; border: 0px; color: #121212; line-height: 20px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">w/ATmega328" ,</span><span style="background-color: white; color: #121212; line-height: 20px;">這關係到你用的是那一塊Arduino版子。</span></div>
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<span style="background-color: white; color: #121212; line-height: 20px;">4.在打開程式後,可以發現程式非常的簡單,這是因為Arduino已經幫你把很多硬體相關的</span></div>
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<span style="background-color: white; color: #121212; line-height: 20px;"> 初</span><span style="background-color: white; color: #121212; line-height: 20px;">始設定做掉了。你只需要偵對要做的功能來設定。</span></div>
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<span style="background-color: white; color: #121212; line-height: 20px;">5.再來就是將程式燒錄到板子上,只要選擇File->Upload,就會進行燒錄了,同時板子的LED</span></div>
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<span style="background-color: white; color: #121212; line-height: 20px;"> 也會閃爍。</span></div>
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<span style="background-color: white; color: #121212; line-height: 20px;">6. 燒錄完成後,就可以看到程式運行的結果。</span><span style="background-color: white; color: #121212; line-height: 20px;">blink.ino的功能是讓LED</span><span style="background-color: white; color: #121212; line-height: 20px;">亮暗,由</span><span style="background-color: white; color: #121212; line-height: 20px;">於LED是接到 MCU的pin 13,所</span><span style="background-color: white; color: #121212; line-height: 20px;">以在程式裡,設定PIN13為output。在迴圈的開始,先設定pin13為 high</span></div>
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<span style="background-color: white; color: #121212; line-height: 20px;"> 經過</span><span style="background-color: white; color: #121212; line-height: 20px;">1秒後,再設定為low,經過1秒後再重覆廻圈。LED便會每隔1秒改變一次狀態。</span></div>
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Reference</div>
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1. http://arduino.cc/en/Guide/Windows</div>
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KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-65986205375768320232014-10-21T00:49:00.001-07:002022-02-07T00:17:44.317-08:00The amplifier and speaker spec impact on audio performance 放大器與喇叭的規格對於音頻訊號的影響當Codec的DAC轉出音頻訊號後,需要經過放大器來增強訊號,再透過喇叭將電能轉為聲能,才能發出聲音。要有好的聲音品質需要注意放大器與喇叭的規格,下面列出一些要注意的規格。<br />
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<span style="font-size: large;"><b>Class-D amp 放大器</b></span><br />
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<span style="font-family: inherit;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Class-D amplifier給speaker的最大輸出功率計算,當VDD=5V,在最理想的情況下,輸出電壓</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Vrms= 5Vx0.707= 3.535V ,當speaker阻抗在8ohm的情況下,輸出功率為V</span><span style="line-height: normal;">²/R=</span><span style="color: black; vertical-align: baseline; white-space: pre-wrap;">3.535</span><span style="line-height: normal;">²</span><span style="color: black; vertical-align: baseline; white-space: pre-wrap;">/8=1.562W。在4ohm</span><span id="docs-internal-guid-c9655cd6-7817-56ad-e812-ba55b06de959" style="line-height: 1.15;"><span style="vertical-align: baseline; white-space: pre-wrap;">的情況下,可以輸出3.124W。下圖為TI AIC</span></span><span style="line-height: normal; white-space: pre-wrap;">3262 Class-D Amp output spec,它的最大輸出Vrms=3.46V,輸出功率為1.41W,這是在失真10%時量到的數據,如果增加amp的輸出功率,失真度就會超過10%。另外還有幾個</span></span><span style="font-family: inherit; white-space: pre-wrap;">影響輸出信號品質的數據,</span><span style="line-height: 16.7272720336914px; white-space: pre-wrap;">SNR </span><span style="font-family: inherit; line-height: 1.15; white-space: pre-wrap;">、THD+N、PSRR。</span></div>
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<span style="font-family: inherit;"><span style="white-space: pre-wrap;">1.SNR </span></span>:訊號與雜訊的比率,在放大倍率為6dB (Vo/Vi=2, 20log2=6dB)的條件下, 量測SNR數<br />
值越大,表示音頻的雜訊越小。<br />
2.THD+N:總諧波失真+N,就是總諧波失真加上雜訊後與訊號的比值,等於把SNR也考慮<br />
進去。比值會小於1,再取log,所以是負數。<br />
3.PSRR:<span style="background-color: white; color: #545454; font-family: "arial" , sans-serif; line-height: 18.2000007629395px;">電源抑制比,當</span>放大器的電源輸入端出現雜訊時,會產生多少比例的雜訊在放大器<br />
輸出端,表示這個放大器抗電源雜訊的能力,數值越大越好。<br />
4,Po :最大輸出功率,這需要考慮量測的條件,尤其是在不同的放大倍率與THD+N數值的<br />
情況下。另外在設定放大器的輸出功率時,需要考慮後級speaker的power rating,<br />
輸出功率大於後級的power rating時,有可能會燒掉speaker。<br />
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<b><span style="font-size: large;">Speaker喇叭</span></b><br />
<span style="font-family: inherit; line-height: 1.15; text-indent: 20pt; white-space: pre-wrap;">Speaker的規格書上,我主要看它的幾個參數,dimension, impedance,Power rating,lowest resonant Frequency, S.P.L, FR , distortion.</span><br />
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1.Dimension:在物理條件的限制下,一個Speaker的尺寸大小直接影響它的聲音表現。小尺寸 的喇叭,很難在低音方面能有表現。</div>
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2.Impedance:P=V²/R, 當放大器輸出電壓固定的情況下,阻抗越低,能產生的功率越大。但</div>
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相對的,消耗的電流也會增加。</div>
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<span style="font-family: inherit;">3.</span>Power rating:喇叭能承受的功率,如果輸出過大的功率給喇叭,是會造成喇叭燒掉的。</div>
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<span style="font-family: "verdana"; line-height: 1.15; text-indent: 20pt; white-space: pre-wrap;"> 而且越大功率的</span><span style="font-family: "verdana"; line-height: 16.7272720336914px; text-indent: 26.6666660308838px; white-space: pre-wrap;">喇叭</span><span style="font-family: "verdana"; line-height: 1.15; text-indent: 20pt; white-space: pre-wrap;">,不代表能產出的聲音比較大</span></div>
<span style="line-height: 1.15; text-indent: 20pt; white-space: pre-wrap;"><span style="font-family: inherit;">4.Lowest resonant frequency:最低共振頻率點,這表示喇叭的低頻點,在這個頻率點,喇叭的 </span></span><span style="font-family: inherit; line-height: 1.15; text-indent: 20pt; white-space: pre-wrap;">阻抗最大。</span><br />
<span style="text-indent: 20pt;"><span style="font-family: inherit; line-height: 1.15; white-space: pre-wrap;">5.Output Sound Pressure:SPL表示聲壓大小,需要參考它的測試條件。在下面規格書的例子</span></span><br />
<span style="text-indent: 20pt;"><span style="line-height: 16.7272720336914px; white-space: pre-wrap;"> 是<span style="font-family: "verdana";">提供1W給speaker,可以在距離0.5m處,量到81dB的聲壓。供不同的瓦</span></span></span><span style="font-family: "verdana"; line-height: 16.7272720336914px; text-indent: 26.6666660308838px; white-space: pre-wrap;">數</span><br />
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<span style="text-indent: 20pt;"><span style="font-family: "verdana";"><span style="line-height: 16.7272720336914px; white-space: pre-wrap;"> 、在不同的距離量測,量到的聲壓也不同。這個數據也表現出這個speaker</span></span></span><span style="font-family: "verdana"; line-height: 16.7272720336914px; text-indent: 26.6666660308838px; white-space: pre-wrap;">在</span><br />
<span style="text-indent: 20pt;"><span style="font-family: "verdana";"><span style="line-height: 16.7272720336914px; white-space: pre-wrap;"> 電能與聲能的轉換效率。</span></span></span></div>
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6.Frequency Range:表示speaker輸出的頻寬,在下面規格書的例子是量測每個頻率點的SPL, 要能大於Average SPL-10dB,才算是在頻帶內。<br />
7.Distortion :失真度,下面的例子是供speaker 1W,量測1Khz頻率點,失真最多為5%。如果 提供超過1W的能量給Speaker,失真度就可能超過5%。</div>
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<span style="line-height: 1.15; text-indent: 20pt; white-space: pre-wrap;">上圖為speaker的頻率響應圖,可以看出在頻帶450~20kHz,SPL都在70dB以上。但由於speaker</span><br />
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<span style="line-height: 1.15; text-align: left; text-indent: 20pt; white-space: pre-wrap;">的</span><span style="line-height: 16.7272720336914px; text-align: left; text-indent: 26.6666660308838px; white-space: pre-wrap;">最低共振頻率點為900Hz,所以900Hz以下的頻率點,失真度都會過高。</span></div>
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<span style="font-weight: normal;"><span style="font-family: "verdana"; font-size: 13px; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: 19px; vertical-align: baseline;">Reference</span></span></span></div>
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<span style="vertical-align: baseline;"><span style="font-family: "verdana"; font-size: x-small; vertical-align: baseline; white-space: pre-wrap;">1.http://www.ti.com/product/tlv320aic3262</span></span><br />
<span style="vertical-align: baseline;"><span style="font-family: "verdana"; font-size: x-small; vertical-align: baseline; white-space: pre-wrap;">2.http://www.endrich.com/es/55825/altavoces+din%C3%A1micos?prodnav=2_55825</span></span></div>
KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com0tag:blogger.com,1999:blog-2966371487322629136.post-79025145676541266852014-09-25T23:57:00.003-07:002022-02-07T00:14:33.527-08:00USB Type-C Configuration Channel (CC) pin function (English version)<h3 class="post-title entry-title" itemprop="name" style="color: #2198a6; font-family: Times, 'Times New Roman', serif; font-size: 24px; font-weight: normal; margin: 0px; position: relative;">
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USB Type-C Configuration Channel (CC) pin function</span></h3>
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<span style="background-color: white; line-height: 18.2000007629395px;">When you realized the Type-C Configuration Channel pin function, you would understand the detection mechanism of Type-C. The six items as below are Type-C CC function.</span></div>
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<span style="background-color: white; color: #444f58; font-family: "arial"; font-weight: bold;">1. Detect attach of USB ports, e.g. a DFP to a UFP</span></div>
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<span style="background-color: white;"><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">DFP </span><span style="color: #444f58; font-family: "arial"; font-weight: bold; line-height: 18.2000007629395px;">(</span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">Downstream </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">Facing Port) is Host, UFP</span><span style="color: #444f58; font-family: "arial"; font-weight: bold; line-height: 18.2000007629395px;">(</span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">Upstream </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">Facing Port)</span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;"> is Device. There is a pullup resistor Rp in DFP side and there is a pulldown resistor Rd in UFP side. Before the connecting between DFP and UFP, the DFP VBUS source have no output. After the connecting between DFP </span></span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">and UFP, the CC pin in DFP detected the voltage level of CC pin was dropped by Rd, then DFP know the UFP is attahced,DFP would turn on the MOSFET in VBUS path and supply VBUS to</span></div>
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<span style="background-color: white; color: #444f58; font-family: "arial";">UFP.</span></div>
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<span style="background-color: white;">There are 2 CC pin in DFP side, DFP detect the three kinds of pulldown resistance, Open, Ra and Rd, DFP can identify the state of connecting accroding to the CC1,CC2 table as below. </span></div>
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<span style="background-color: white; color: #444f58; font-family: "arial"; font-weight: bold;">2. Resolve cable orientation and twist connections to establish USB data bus routing</span></div>
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<span style="background-color: white; line-height: 18.2000007629395px;">The Type-C can be plugged with upside-up and upside-down. When the DFP detected the CC1 pin was pulled down, it is upside-up plug. When the CC2 pin was pulled down, it is upside-down plug. The figure as below show the MUX is used Type-C USB3.1 signal path switch. Since the data rate of USB3.1 </span><span style="background-color: white; line-height: 18.2000007629395px;">is up to 10 Gbps, we need to add MUX to avoid the trace branch or stub.</span></div>
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<span style="background-color: white; color: #444f58; font-family: "arial"; font-weight: bold;">3. Establish DFP and UFP roles between two attached ports</span></div>
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<span style="background-color: white; font-family: "helvetica neue" , "helvetica" , "arial" , "heiti tc" , "microsoft jhenghei" , sans-serif; line-height: 20px;">Besides the DFP, UFP, the </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;"><span style="background-color: white;">Type-C defined another port, </span></span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">DRP (</span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">Dual Role port). DRP can change </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">to </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">DFP or UFP. When the DRP is connected to DFP, the DRP will change to UFP. </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">When the DRP is connected to UFP, the DRP will change to DFP. </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">When two DRP are connected together, it will be </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">random that one to be DFP and the other to be UFP.</span></div>
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<span style="background-color: white; color: #444f58; font-family: "arial"; font-weight: bold;">4. Discover and configure VBUS: USB Type-C Current modes or USB Power Delivery</span></div>
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<span style="background-color: white; color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; line-height: 18.2000007629395px;">The table as below show the power </span><span style="color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;"><span style="line-height: 18.2000007629395px;">capability of each USB standard. The pure Type-C can support up to 5V / 3A. If USB PD is combined with Type-C, the power capability can be up to 20V /5A. The </span></span><span style="color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; line-height: 18.2000007629395px;">USB PD protocol is transmitted over the CC line connection. </span></div>
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<span style="background-color: white; line-height: 18.2000007629395px;">Type-C can support maximum current at 1.5A and 3A mode. How the Type-C port choose which current mode to run? The maximum current depend on DFP </span><span style="background-color: white; line-height: 18.2000007629395px;">output</span><span style="background-color: white; line-height: 18.2000007629395px;"> </span><span style="background-color: white; line-height: 18.2000007629395px;">capability, DFP inform the UFP which current mode the DFP can support by the voltage value on CC pin. The resistance of Pulldown resistor ,Rd </span><span style="background-color: white; line-height: 18.2000007629395px;"><span style="color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;"><span style="line-height: 18.2000007629395px;">is fixed at 5.1K on UFP side. DFP can use Pullup resistor,Rp or current source, IP to produce voltage on CC pin. The variant of Pullup resistance or current will make the voltage on CC pin differentially</span></span></span><span style="color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; line-height: 18.2000007629395px;"><span style="line-height: 18.2000007629395px;">. </span></span><span style="background-color: white; line-height: 18.2000007629395px;"><span style="color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;"><span style="line-height: 18.2000007629395px;">Then, the UFP monitor the voltage on CC pin </span></span></span><span style="background-color: white; line-height: 18.2000007629395px;"><span style="color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;"><span style="line-height: 18.2000007629395px;">to </span></span></span><span style="background-color: white; line-height: 18.2000007629395px;"><span style="color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;"><span style="line-height: 18.2000007629395px;">know</span></span></span><span style="background-color: white; line-height: 18.2000007629395px;"><span style="color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;"><span style="line-height: 18.2000007629395px;"> </span></span></span><span style="background-color: white; line-height: 18.2000007629395px;">the </span><span style="background-color: white; line-height: 18.2000007629395px;">output </span><span style="background-color: white; line-height: 18.2000007629395px;">capability of DFP.</span></div>
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<span style="background-color: white;">Type-C spec define the Pullup resistance and current source for each current mode.</span></div>
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<span style="background-color: white; line-height: 18.2000007629395px;">For example, when the DFP provide the 330uA to CC pin, the voltage of CC pin will be </span><span style="background-color: white; line-height: 18.2000007629395px;">330uA * 5.1k=1.683V. According to the table as below, this DPF will be classified to be vRd-3.0 by the UFP. </span><span style="background-color: white; line-height: 18.2000007629395px;">When the DFP provide the resistor Pullup to 4.75~5.5V with resistance 10k, the voltage of CC pin will be </span><span style="background-color: white; line-height: 18.2000007629395px;">5v * 5.1k /(5.1k+10k)=1.688V. T</span><span style="background-color: white; line-height: 18.2000007629395px;">his DPF also will be classified to be vRd-3.0 by the UFP.</span></div>
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<span style="background-color: white;">The BMC PD controller send the USB PD protocol over the CC pin connection.</span></div>
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<span style="background-color: white; color: #444f58; font-family: "arial"; font-weight: bold;">5. Configure VCONN</span></div>
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<span style="color: #444f58; font-family: "arial";"><span style="background-color: white;">Type-C spec define the Active cable which include circuit inside of the cable and need to be supplied </span></span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">power. There are two CC pin, CC1 and CC2. When one of the CC pin is used for connecting bwtween the DFP and UFP. The other CC pin can be used to supply power to Active cable. The name of this power rail is VCONN. When the DFP CC detected the Pulldown resistor, Ra , the </span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">CC pin </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;"><span style="background-color: white;">will be switched from Pullup Rp to VCONN. The resistance of Ra is </span></span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">800~ </span><span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;"><span style="background-color: white;">1200ohm. The </span></span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">VCONN need to supply 4.75~5.5v and output power 1Watt.</span><br />
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<span style="background-color: white; color: #444f58; font-family: "arial"; font-weight: bold;">6. Discover and configure optional Alternate and Accessory modes</span></div>
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<span style="color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;"><span style="background-color: white;">Type-C spec define the </span></span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">Alternate and Accessory mode</span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">. The Host, Device, Cable can send structure VDM </span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">(Vendor defined message) to </span><span style="background-color: white; color: #444f58; font-family: "arial"; line-height: 18.2000007629395px;">exchange the information and discover USB ID. When the Host communicated with the device and enter the alternate mode by VDM, The Type-C pin define can be changed to support PCIe or DisplayPort. The example as below is Type-C docking application. It used MUX to switch one of PCIe and USB3.1 signal to Type-C port. The Type-C port can be used for docking with Ethernet port.</span></div>
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<span style="background-color: white;">When the CC1 and CC2 are pull-down with resistance ( </span><span style="background-color: white; line-height: 18.2000007629395px;">≤Ra), the Host know the device is audio device , then Host enter accessory mode and switch USB signal to Audio signal.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJhK3MTQB_phmoyq6gQkBXDAoQYA5bqsRzfWeGV_YHYBfA1WehSWj2FfZ-1Dji4qeidKC4GLIj_DRFhbs6j8pjQEF4L3c7xM8hrQOST1QIWK-fh-LpUAgA92CO21s6HsjoF33wEiO5dZ0/s1600/Type_c_addiopin.jpg" imageanchor="1" style="background-color: white; color: #4d469c; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration: none;"><img border="0" height="415" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJhK3MTQB_phmoyq6gQkBXDAoQYA5bqsRzfWeGV_YHYBfA1WehSWj2FfZ-1Dji4qeidKC4GLIj_DRFhbs6j8pjQEF4L3c7xM8hrQOST1QIWK-fh-LpUAgA92CO21s6HsjoF33wEiO5dZ0/s1600/Type_c_addiopin.jpg" style="border: none; padding: 8px; position: relative;" width="640" /></a></div>
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<b style="background-color: white;">Reference</b></div>
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<span style="background-color: white;">1. www.usb.org "USB Type-C Specification Release 1.0"</span></div>
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KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com4tag:blogger.com,1999:blog-2966371487322629136.post-70216240828442514592014-09-24T20:50:00.004-07:002022-02-07T00:14:46.286-08:00USB Power Delivery Protocol LayerUSB Power delivery定義了Protocol layer,利用Protocol制定的message來溝通。<br />
下面為他們所制定的message格式。<br />
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每段message都會有16bits的header用來表示message的類別,如果是data message<br />
,後面會有0~7個Data Objects,而control message被包含在16bits的header裡。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAhrB3lVHA5ix5Ro_TaHnPkqt09LnKz6rkxD3FVO5XQlYjcpcs61giF9ga6R8sClaRWExDBHwvDzn1aG1XeXYftk7EnyikHpCsFT2zhIxkujmP5IGlM1J-AgFX2fPQKs35Y4uO0hTfgMw/s1600/PD_Protocol_header.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAhrB3lVHA5ix5Ro_TaHnPkqt09LnKz6rkxD3FVO5XQlYjcpcs61giF9ga6R8sClaRWExDBHwvDzn1aG1XeXYftk7EnyikHpCsFT2zhIxkujmP5IGlM1J-AgFX2fPQKs35Y4uO0hTfgMw/s1600/PD_Protocol_header.jpg" width="400" /></a></div>
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這16bits header的格式如下</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgljtkrekDWCothhBb6Y_QvMLYQJNSSkA3t2P9uSFwec6bNx0sk8rMfzGTPaNNAornFCpA9RagtL3UzghzchQns3J-UFeP4IhDo3i1EN-ykCE5oFdUgw_jvcmaZaW-V1IGgXL8_Cd77iEU/s1600/PD_Protocol_messageheader.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgljtkrekDWCothhBb6Y_QvMLYQJNSSkA3t2P9uSFwec6bNx0sk8rMfzGTPaNNAornFCpA9RagtL3UzghzchQns3J-UFeP4IhDo3i1EN-ykCE5oFdUgw_jvcmaZaW-V1IGgXL8_Cd77iEU/s1600/PD_Protocol_messageheader.jpg" width="400" /></a></div>
Number of Data Objects:它讓接受端知道header後面會有幾個data objects。<br />
MessageID:讓接受端知道,目前是第幾段message,在一開機時,應該為0。<br />
Port Role:表示目前發出message的是0(Sink) or 1(Source)。<br />
Specification Revision:表示發送端支援00(PD reversion 1.0) or<br />
01(PD reversion 2.0)。<br />
Message Type:message分為control與data兩種,而data meesage會在header後面<br />
跟隨data object。而conrol message沒有data object。<br />
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<b>Control Message:</b>當Number of data objects為0,表示這段message為Control<br />
message。Control message用來做兩端的溝通。<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQR5lgtz8ScrPbWso57WTVtmthrGCykjaZEii78JmGX1n6sd64-NnOjtgFGW8LCKqX0ocvRNCiUJemOEw9T0BUbN1VyzcdSvnmu2JECaDyFYSGlZ48ISxbROGTJDtLOJXxQgr515JGKVw/s1600/PD_Protocol_contrlmess.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQR5lgtz8ScrPbWso57WTVtmthrGCykjaZEii78JmGX1n6sd64-NnOjtgFGW8LCKqX0ocvRNCiUJemOEw9T0BUbN1VyzcdSvnmu2JECaDyFYSGlZ48ISxbROGTJDtLOJXxQgr515JGKVw/s1600/PD_Protocol_contrlmess.jpg" width="510" /></a><br />
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<b>Data message:</b>用來傳送資料。</div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5anGxg_EaUGrskjO0IaiMHzCMqGUq7ekvKpaL7-7KeOw5Np1ciQGJIta9ZjVuxGgPjI3Ymis13opMuxfYrm3N5wJPthvniBrWpvRr5mx-ZcgTpOQ3ypKSj4NGD6nV00XblX4lsZV3xHc/s1600/PD_Protocol_datamess.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5anGxg_EaUGrskjO0IaiMHzCMqGUq7ekvKpaL7-7KeOw5Np1ciQGJIta9ZjVuxGgPjI3Ymis13opMuxfYrm3N5wJPthvniBrWpvRr5mx-ZcgTpOQ3ypKSj4NGD6nV00XblX4lsZV3xHc/s1600/PD_Protocol_datamess.jpg" width="640" /></a><br />
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有下面四種種類的data object<br />
<span style="font-family: "arial" , sans-serif;">■</span><span data-mce-style="font-size: 18pt;" style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;"> <strong style="line-height: 1.428571em;">Power Data Object (PDO)</strong> :</span><br />
<span data-mce-style="font-size: 18pt;" style="line-height: 1.428571em;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Source端用來送出自已的供電能力,另外當Source端送出PDO,但Sink端發出Reject message來表示Source的供電能力不符合Sink端的需求,Source端可以要求Sink送出</span></span><br />
<span data-mce-style="font-size: 18pt;" style="line-height: 1.428571em;"><span style="font-family: "arial" , "helvetica" , sans-serif;">PDO來表示Sink端需要的電力為何。</span></span><br />
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<span style="font-family: "arial" , sans-serif;">■</span><span data-mce-style="font-size: 18pt;" style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;"> <strong style="line-height: 1.428571em;">Request Data Object (RDO)</strong> :</span><br />
<span data-mce-style="font-size: 18pt;" style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;">當Source端發送PDO後,例如是12/1.5A,Sink端可以發送RDO來表示自已只需要0.5A。</span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1oQwRgciFGO8pBL4syDujo-VOu6jG5mBEk5hXCAL6G_IettgbAXgeljAjcbuJUbeRm0Xs_xWBTgy5NPWEP3n2Swk6_T7KYikk4ZGrkLhkVjFYOrYsVjhtEtPZSjz6M6BXPnBkYhIlWTM/s1600/PD_Protocol_RDO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1oQwRgciFGO8pBL4syDujo-VOu6jG5mBEk5hXCAL6G_IettgbAXgeljAjcbuJUbeRm0Xs_xWBTgy5NPWEP3n2Swk6_T7KYikk4ZGrkLhkVjFYOrYsVjhtEtPZSjz6M6BXPnBkYhIlWTM/s1600/PD_Protocol_RDO.jpg" width="400" /></a><span style="font-size: x-small;"><span style="line-height: 18.5714225769043px;"><br clear="none" style="font-family: Helvetica, Arial, 'Droid Sans', sans-serif;" /></span></span><br />
<span style="font-family: "arial" , sans-serif;">■</span><span data-mce-style="font-size: 18pt;" style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;"> <strong style="line-height: 1.428571em;">BIST Data Object (BDO)</strong> :</span><br />
<span data-mce-style="font-size: 18pt;" style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;">用來做physical layter test,算是debug mode。</span><br />
<span style="line-height: 18.5714225769043px;"><br clear="none" style="font-family: Helvetica, Arial, 'Droid Sans', sans-serif;" /></span>
<span style="font-family: "arial" , sans-serif;">■</span><span data-mce-style="font-size: 18pt;" style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;"> <strong style="line-height: 1.428571em;">Vendor Defined Data Object (VDO)</strong> :</span><br />
<span data-mce-style="font-size: 18pt;" style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;">用來傳VDM,可以知道另一端的Product ID、Cable ID。在確認ID後,</span><span data-mce-style="font-size: 18pt;" style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;">如果device支援alternate mode,在Type-C port可以用MUX開關,讓原</span><span style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 18.5714225769043px;">本</span><span style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;">的USB訊號,改傳PCIE、DisplayPort訊號。如果device為audio裝置,可以從USB訊號PIN傳類比的耳</span><br />
<span style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;">機訊號。</span><span style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;">這</span><span style="font-family: "helvetica" , "arial" , "droid sans" , sans-serif; line-height: 1.428571em;">是一個讓USB port延伸更多功能的方式。</span><br />
<br />
Reference<br />
1. Universal Serial Bus Power Delivery Specification_Revision 2 .0, V0. 90<br />
<br />KevinZheng USB&DSP&Firmwarehttp://www.blogger.com/profile/04147490401322052010noreply@blogger.com15