串口输出字符乱码的问题
在用keil编程,用stm32H7的板子进行串口通信输出 发现一个问题,就是串口输出的字符大部分都是乱码的 (如下图)data:image/png;base64,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**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**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***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
然后也在网上查了很多资料,说是编码的问题
但是后面发现 其实不是编码的问题 而是波特率的问题,(之前的波特率什么的是和单片机的配置能对的上的)我这个波特率设置的是115200,然后换成了9600之后就可以通信了。如果有小伙伴尝试过了各种编码配置还是不行的话 不妨试试把波特率改一改。
至于,原因,我去用ai探索了一下
探索
UART的波特率
在嵌入式系统中,UART的波特率是根据外设时钟频率和内部波特率分频寄存器的值计算出来的。
理想情况
如果我们希望波特率为 BaudRate,并且UART外设的时钟频率是 F_UART_CLK,那么计算公式通常是 BaudRate = F_UART_CLK / (16 * UartDiv) (对于STM32的OverSampling=16模式) 或者其他类似公式。
实际问题:
UartDiv 寄存器通常只能存储整数值。这意味着,即使理论计算出来需要一个小数(例如 10.5)才能达到精确的波特率,硬件也只能选择最接近的整数(例如 10 或 11)。这种取整会引入一个小的误差。
时钟源的精度: 您MCU内部的时钟源(例如内部高速振荡器 HSI)本身可能就不够精确。虽然外部晶振(HSE)精度高,但如果您的系统使用了相对不那么精确的内部RC振荡器作为主时钟,然后这个时钟又通过分频提供给UART,那么最终UART的实际时钟频率就可能与您期望的频率存在微小偏差。 例如,一个标称8MHz的HSI,实际可能是7.9MHz或8.1MHz。
高波特率下误差的放大效应
这就是为什么 115200 会乱码而 9600 不会的核心原因:
比特持续时间:
在 9600 bps 下,每个比特的持续时间是 1/9600 ≈ 104.17 微秒。
在 115200 bps 下,每个比特的持续时间是 1/115200 ≈ 8.68 微秒。
误差的相对影响:
假设您的UART实际波特率与期望值有 X 微秒的绝对误差(例如,由于时钟不准或取整导致每个比特的持续时间比理论值长或短了 X 微秒)。
对于 9600 bps:X 微秒的误差相对于 104.17 微秒 是一个较小的百分比。接收方在采样时,即使采样点略微偏离了理想中心,也可能仍然落在该比特的有效范围内,从而正确读取。
对于 115200 bps:X 微秒的相同误差相对于 8.68 微秒 是一个大得多的百分比。这个误差可能导致接收方在错误的时间点采样,例如在比特转换的边缘采样,或者完全跳过一个比特,从而导致读取错误,表现为乱码。
简单来说,高速率下,每个比特的时间间隔非常短,容错空间变得极小。一点微小的时钟频率偏差或波特率计算的取整误差,在高倍率累积下,就会导致发送方和接收方在多个比特传输后失去同步,进而产生您看到的乱码。
总结原因:
您观察到的现象几乎总是意味着您的STM32上的USART1所依赖的实际时钟频率存在误差,导致其产生的实际波特率与PC端设定的 115200 不完全匹配。而 9600 波特率由于其每个比特的持续时间更长,对这种微小偏差的容忍度更高,所以能够正常通信。
可能的解决方向 (如果未来仍需使用 115200):
检查并优化时钟源精度:
如果您现在使用的是内部高速振荡器(HSI),强烈建议您切换到外部晶振(HSE)作为主时钟源。外部晶振通常具有更高的精度和稳定性,可以大大减少时钟频率的偏差。
在STM32CubeMX中,检查Clock Configuration,确保USART1的时钟源是经过PLL精确分频后的高速时钟,并且主时钟源(HSE)是稳定且准确的。
计算实际波特率误差:
如果您没有外部晶振,或者怀疑计算问题,可以在CubeMX中配置完时钟后,查看UART配置页面,它会显示基于当前时钟配置下,目标波特率(如115200)的实际波特率和计算误差百分比。如果这个误差百分比超过 2% ~ 3%,那么在高波特率下就很容易出问题。
实测与改进
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**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**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
最终可以看到对比的前后,发现正常了
还真被他说对了,我用cubemx配置时钟的时候,确实用的是HSI,所以为了验证一下,我打算尝试配置一下HSE ,甚至把sysclk配置成了最高频率550MHz,用115200的波特率还是不行,还是会有乱码
于是又去找原因,发现这一块也要配置,我用的是USART1,我之前配置的是CSI给USART1,给的频率太低了
于是把USART1的时钟输入选择PCLK2
data:image/png;base64,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**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***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
最终成功了!!
data:image/png;base64,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**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**ZmlofWCNd6FXrWFO+yKHLLPnnso/e35VMlRiuLnEV3BQsP0AUIR/zJAI+B5v0dva0zgHleiRfi1odW+NvXTMCttvu+g7qelg6+W6M2BObGivuPbYjf92faou8+eGVvMcTmbr2mPuZLvYk+xT4uicw5baVN+VXY8jr3vvo1pivXdPvbGpdNy5f5L/H022w/9G8y3Z99lT3IV9kG5/kgy7Zq3qUW+arnio7uyem1QY+sldsOaZmeru5en47GY1hs4vvyF/Xha8+Rp85WjDHPK3Gken8QG7kj9Yqj8ixJ+JHfD135LTmAh1pP72VKha7kimJI5GeDEBQgSIQOQgEillyJVsBOdIt+5LFL/en+gjY8G+k0/2tOqS/6nGbo7788z3V+9G6Ot7Fru6/3o9sdbqw5zFgTLFQYfb7mQ7k1rRdnFlHnhxDmnPb3med56nrawzd6rNubSt/ZLeTV8w1x8X+wJ6vwbe6P5dZ6qOj7gMfXTe+uKzySm6Z1x6W7HbzxFR6fB4f/Rwg6/75mqW+dLm+Th67Ixv4UP3tdK0ZU86rTz7W5cT1Ku7kwsfxE0xxrj1P5A4Z7k+1N/fnHvsXIVMFUgn3JAFaEuktCQcQfpBrUiTra73frRNw0V91aS2HSDIO8jX+am0FNuu0l2qvu+/kqy/dum5M+/GYS6buH3us1xqNcU/b6WJOe9Z8dyGjFlvIVd9cdtbXOunoZJYwM5r3cfzUmPddprM9G6MozmSYG+0PXxyXrDmkRY9aX9fhV/PKL+ei2wf+Kj6ub02fmFYs4GPVeexZkC+K2yx22JzJjPxds9dOpsZO+6s1pIu5dB3qi+ex8wV9FRedbMYu9GaqwAs0DhKAWw9LTZKKZj1oLnPo4dJB0RrXQd+Liew6qNb4W/covWvWYV8tBwfCqe3Id9dBv4tdd6AYk/+jQtLpwg7ruV/TEpdZbkd6tEb+dPNrCkK3F/zR+lF/je7OJ42R19G8j3cYxfYoP75+qc/+1Los4z6mvvJLnrrzxrqqr+rp7tkX+l1Geao6Zf+QM+D6FLtR/PBjNI8e5Dp/kTmkrbiQ/bo/8C7brltyyo2PjfrkqOpwea9/Pp7+93/eJR4XezOVA7WICQhL4BVgtG4EAkCyFtwdWAkOB2UE0iV/WY8v+DbzH9uzVv4sxalbX+PNwa2x5LBqf7V4oXe295Fe1o7a6t9Iro7jbx3XPTkY7UMyYMrXa38a1xh5ky7vr9HtOr1PjHys68sPxcXnsLsGA6wHg66HPnvqYqT18hXZ6jf3vraLp9YzTlzR6S176/zVOt/zyG/Ga9zcjvrS5fqYx4duDhlaZDt/kSEH3I9a/PZ4EzPZYZ38kk7u1a7xA3nOi9thjha7nlfm0l4hmXIQHSgATweBqyaURDNfDw2g9HkHH2DyefoVKNgaHZYlf92WZAG977naXLqXT2sOetXT+VpluJesLu5ryz6Im1qXIbc+L7+RIa4+P4oxa0YtMe7m8bNiqMpWf9xX8CRd3l+rG1vI+57ps3f0M94VPOWe+drKBvbUMo9+n+vwIHnfu+tAl+tQv+Z6hBv8rvqlgzls0FacV7kur+BBOqqvPocNWmJXbTCvdkmm+iv7rK++dHjo9lOx2dnA52qDe+ZHvrifkulsoCvthck0CegTcK1x0YHqCvC1+hu/bgtfyVfydW8Y2O1n3nsL3D3vR0+lo7eLe9539pYCHwwEA8diIGSar8Z8/CmMn/1CpCkoxxaUrAt2HhUDIdOQ6UcyfdRDkH2HAIKBYGArBkKmIdOQaTAQDAQDwcBGDIRMNwZw69NM1ueJOBgIBoKB28dAyDRkmifSYCAYCAaCgY0YCJluDGCeKG//iTI5TA6DgWBgKwae3r59++KJ5BwfB9/qaNYH7MFAMBAMBAPXioGnd+/ehUzzdvoCA9cK2PiVYhoMBAPXiIGnzqm8mQasHS4yFlwEA8FAMNBjIGSat9K8lQYDwUAwEAxsxEDIdGMA85TWP6UlLolLMBAMPBIGQqYh0zyRBgPBQDAQDGzEwC5k2n1qSF8l4XNGhz696A+xd59xOlTPqeTXfN6Iv3urfXd/+7bGqNtf/XxUvuqSJ/9TYTh6gqVgYBsGdiVT/1Yf30A8hhCuiUxFjh3xAUxIsvsuJTKQpMeHOVq+ach92m3AT/wSv2AgGDglBi5GptqECKJ7S1va4LWQqfyfEan2IV9nRCoZEfKMSDUnmaW4ZD7FIRgIBoKBy2DgomQKSfjPvbyBiTx0+Zur/1TKPG0lI8ZpO4DxRrhEdt1ajUl3teuyvJX6/nxeffmw9ECxhrSr3txf5kAl7ol7MPCYGLgKMoWQRGpOnpBdJaOlN9NKTpLXVUEueyLEY8iUBwF8hLT9TZU5WmTcnuTZD/NqiYl81n60pj5M1P3k/jEPcfKevAcDl8fA0/v371+QzKn/aANvaE4QSj6EVMcBxmgd5IPcUgsRLckdMo/vTtL4C1lCok6wrNOc7GlO5Mm9xrReYzxEQKLcS0Z260PDIf5H9vKHLzlIDoKB+8HA05s3by5GppANJAHR+BtafUsT+JbIFIJyPacmHnzFdw4Fb5q6Z3/M0br/Ls+8WvkOwcp3CBqZkX3m097PIU0uk8tg4PoxsMtXY0Q4I1LkzQ4ZJw3GRBwOJicjH1e/vtUxdmoyld5uTyJHXZrHf7W655L/7FOE2fnmul0nOiBT7tN+im9ikVgEA8HA3hi4GJmKIEQYEA3Ew9uYAiHScVIhOKzl3lvIlDH0doTFmyPExpq1rfzgYUBrIDgn/0r82GTfWqc9+r6l1/1Fr6/RvOTW+hq5FJdgIBgIBs6HgV3JVKTB5SREgiFCZCAeJydkRSbIqXWZOic9Tk7owN6xZCo9ED6+uB/Yqf44KUoGwkdH5yuxQCZEer5DQd7SJsbBQDCwFgO7kOlaZyIX4AYDwUAwEAzcIgZCpvZvmbeYwPicwhMMBAPBwOUxEDINmebfXYOBYCAYCAY2YiBkujGAeSK8/BNhcpAcBAPBwKUxEDINmeaJNBgIBoKBYGAjBkKmGwN46aeh2M8TeTAQDAQDl8dAyDRkmifSYCAYCAaCgY0YCJluDGCeCC//RJgcJAfBQDBwaQyETEOmeSINBoKBYCAY2IiBkOnGAF76aSj280QeDAQDwcDlMRAyDZnmiTQYCAaCgWBgIwZCphsDmCfCyz8RJgfJQTAQDFwaAyHTkGmeSIOBYCAYCAY2YuCmyJSvq3RfZrn0U0nsX/bJWJjgizpqu68SjXJU13ZfEapf7dH9SF/GL4uFxD/xvwQGdiNTPnfmBU/9Q4rSPZPpobG4BFiu1Sa46EjwUJ/1+bslPclVivWhuIr8/WNmVzLtvtN5CMgomvf4ZpoCffxh483yECyNZEOmx+dhFNOMJ6aPgIGQ6cbfyU8FkpDp8QWHn2BPkYuQ6fF5OEX8oyPxv1UMXB2Z8pYhcuHSG6kC7G+mzHUk1Ok4JkHdT9NVj/5tzn3xt+Ylf5n39d6vtpbul/ytscK++ywbkNPMly+++OJ7+67/Rll1SL76v+Sv5Gt83Y6Iz330PnvCD7ctu6NfSY4lU+LhdtTX+MhWlc19iCQYuF0M7EqmXuzoU/QEIgqf2g5UFH+tZR0FGXmN+7zGR4WONV2LL90cYyrsXtxZg2/ur/paV/1Fl3we7RuZWYvtmUy1gX/4q7X452NVJwRXx7nHF/ascdl2QkWGNV0reY9vJ6Oxma5u7hxkKj/WxHe0h4zfbhFN7pI7YWBXMl16Ql96K+iKP+RJ4Vbx9aIN0GuhY3zUUoTVdjL4gl1kZF/FWvfIODFVf1l3qH+so13yV3LVRudflUE/7ch/5tV6DBiXf57/Nf7yEFRjjE5adHHvbTd3LjKt5D+z4z6mn2IcDNw+Bq6KTJcKeVf8a3EfEfJofAZidMuv6ludQ0YtZL7GX+xX/Ywf0lafRCS+vtqo/tV7X0u/IyfmaBVrj4f3kVG75K9kREi+Xj66DvVnPnVzM5Jbg5MaR/whfvgoXTUHyKa9/eKZHCaHjoGrItOlQkaxUhFmExRkCtip3kzRT4sdiiP32EXO2zX+Ij8q0Mwf2uIf/mp9tdH5V2WqXfTO9r2Ux6pT9+h1f6scxFpta438rvK67+bORaayB/60H8Wh8yljKcLBwP1h4KrIlGKpQtSBrSv+FGEKLMXTdehN8RSFrRKNdKp4dr5qbI2/rF3Shdwhbecvb83So3ldNVYaI56dPfk6iyd5nOno9FZ/q0zNNfPknHtvWcMekR35r3H57zpqf+Yn9qRHtupa3SMjPd18xu6v0Can95/TXclUxaNeteBQiF2OoryWnCiY6BgVzhnARTqsp62+ar10M09L4V7rr/Qgiw61M//q3Bp/vYhLP/f4i85OF3O0dd/1oaLLoxN5Z6PGt9qQz2ABP9SSbx/zvtuSTsmrRabzVbZcxnVojqvuWzo1pnn01xZ/ZzJ1Te7vvxgnx7ed493INEC5baAkf+vzJxJeertNPNfHM7FKrG4BAyHTK/mjDbcAlvi4XNR4g02slmOVGCVG94SBkGnIdPhz5D0B/dx74afd/HQbgjg31qL/OjEWMg2ZhkyDgWAgGAgGNmLg6e3bty+C+OrVq2ddsyeg169fT+dnazN3nU9WyUvyEgwEA8HAcRh4evfu3QtSDJkeF8yAMHELBoKBYOAxMfDUJT5k+phg6LCQsWAhGAgGgoFlDIRMN/5OHpAtgywxSoyCgWDg3jEQMg2ZvviZ/95Bn/2lsAcDwcCpMRAyDZmGTIOBYCAYCAY2YiBkujGAp366ib48MQcDwUAwcHsYCJmGTPNEGgwEA8FAMLARAyHTjQHME+TtPUEmZ8lZMBAMnBoDD02mfDWl+/LHqQONPmx2Xz9B5lyt/tRd/TLLuWztrZe4ao+69szp3nuNvRBBMHB9GHh6//79i9f7c/x/pv63Syl4ly7sFOA9Cy82jyVTPhd2jM+nJNNT6tpaGPh83S19qYUz0O0djCCjP55f5fiD+shoTZVZe8/ZnOnAjtqKPf+kHHLH4pt98dCSgAAAIABJREFUzWoD/mJr7T5djhjXvSCDH9gYxQa5mb/o7Fr0eyudLsuZdxmf9/Had7katy5Hvt4/Qeh60u+J/OnNmzffS5wCdS4ydZBwAEcgvdeEcYg7IC/tGdIQ4EdFYKZD64499FXvKXVV3YfeE9ND111CnuJLgaw+cC4cH/WTblrr+UeXr6l6u3tssb47i8R2hBvm3Tb6OpujMfSwdmRPuPM6MtI3G1c8FT+uKisfluK71t+qu94vnSNy5Ou0/yWik4zvQfIet6qX2uJxrzrch/RfEupuf+heifVkKhkCkoD7SInhEHrxWbt/Dv+xIF86uGv9IHd+8A5Ze2rZWhhOrf9U+uQnZwDSqLq7c6J1S8Xz0LMk/KETTKqt/khmlucu9t1Y1Vvv5b/GuqKOrGJH/Bg7tNV69sN5WqOjxneNv2v14k8nL5yQJ+a7MebUEkPySX5rzfHcdjrRU9e5rfQ/kerFyJRiUhMlgAuoXADCk8ZhRQZgIwMImK9grPP1gKK/2u58XuOv7OMLbd03vo9afNK8/JXdkexoXLalx/3RnpCXzhorzWlcV40be6FFj1r8Za7GWDLEExm1rmOp7/twHeqTO3xWqz0g5/vufJEs9qVLtvBXc+yvixfrZi26qox011jJvvyeYUbzdU9V9+ge/cQMOca5H7WyTRyI97G+sF7xrfZkp/pYZQ65V6w9z7O1o/jO/EUfOOXeW+nt9ooM+vGTnMzW1PrAGulCr1rHmvJFDl1myT+XffT+rmSqxHB1iavgpmD5AaII+ZgnEfA52KS3s6d1DijXI/la1OrYGn/rmhGw3XbXd1DXw9LJd2PEntjUWHHvsR356/5UW+TND6/kPZ7I1LXH3M90sSfZp8DXPYEpt628Kb8aQ1733ke3xnztmn5nU+u6cfki/z2eboP9j+Zdtuuzp7oP+SLb+CQfdMle1aPcMl/1VNnZPTGtNvCRvWLLMTXT283V89vJaAybXXxH/roufPUx+szRgjnmaTWOTOcHciN/tFZ5RI49ET/i67kjpzUX6Ej76a1UsdiVTEkcifRkAIIKFIHIQSBQzJIr2QrIkW7Zlyx+uT/VR8CGfyOd7m/VIf1Vj9sc9eWf76nej9bV8S52df/1fmSr04U9jwFjioUKs9/PdCC3pu3izDry5BjSnNv2Pus8T11fY+hWn3VrW/kju528Yq45LvYH9nwNvtX9ucxSHx11H/jouvHFZZVXcsu89rBkt5snptLj8/jo5wBZ98/XLPWly/V18tgd2cCH6m+na82Ycl598rEuJ65XcScXPo6fYIpz7Xkid8hwf6q9uT/32L8ImSqQSrgnCdCSSG9JOIDwg1yTIllf6/1unYCL/qpLazlEknGQr/FXayuwWae9VHvdfSdffenWdWPaj8dcMnX/2GO91miMe9pOF3Pas+a7Cxm12EKu+uays77WSUcns4SZ0byP46fGvO8yne3ZGEVxJsPcaH/44rhkzSEtetT6ug6/mld+ORfdPvBX8XF9a/rEtGIBH6vOY8+CfFHcZrHD5kxm5O+avXYyNXbaX60hXcyl61BfPI+dL+iruOhkM3ahN1MFXqBxkADcelhqklQ060FzmUMPlw6K1rgO+l5MZNdBtcbfukfpXbMO+2o5OBBObUe+uw76Xey6A8WY/B8Vkk4XdljP/ZqWuMxyO9KjNfKnm19TELq94I/Wj/prdHc+aYy8juZ9vMMotkf58fVLffan1mUZ9zH1lV/y1J031lV9VU93z77Q7zLKU9Up+4ecAden2I3ihx+jefQg1/mLzCFtxYXs1/2Bd9l23ZJTbnxs1CdHVYfLe/3z8fS///Mu8bjYm6kcqEVMQFgCrwCjdSMQAJK14O7ASnA4KCOQLvnLenzBt5n/2J618mcpTt36Gm8Obo0lh1X7q8ULvbO9j/SydtRW/0ZydRx/67juycFoH5IBU75e+9O4xsibdHl/jW7X6X1i5GNdX34oLj6H3TUYYD0YdD302VMXI62Xr8hWv7n3tV08tZ5x4opOb9lb56/W+Z5HfjNe4+Z21Jcu18c8PnRzyNAi2/mLDDngftTit8ebmMkO6+SXdHKvdo0fyHNe3A5ztNj1vDKX9grJlIPoQAF4OghcNaEkmvl6aAClzzv4AJPP069AwdbosCz567YkC+h9z9Xm0r18WnPQq57O1yrDvWR1cV9b9kHc1LoMufV5+Y0McfX5UYxZM2qJcTePnxVDVbb6476CJ+ny/lrd2ELe90yfvaOf8a7gKffM11Y2sKeWefT7XIcHyfveXQe6XIf6Ndcj3OB31S8dzGGDtuK8ynV5BQ/SUX31OWzQErtqg3m1SzLVX9lnffWlw0O3n4rNzgY+VxvcMz/yxf2UTGcDXWkvTKZJQJ+Aa42LDlRXgK/V3/h1W/hKvpKve8PAbj/z3lvg7nk/eiodvV3c876ztxT4YCAYOBYDIdN8NebjT2H87BciTUE5tqBkXbDzqBgImYZMP5Lpox6C7DsEEAwEA1sxEDINmYZMg4FgIBgIBjZiIGS6MYBbn2ayPk/EwUAwEAzcPgZCpiHTPJEGA8FAMBAMbMRAyHRjAPNEeftPlMlhchgMBANbMRAyDZnmiTQYCAaCgWBgIwZCphsDuPVpJuvzRBwMBAPBwO1jIGQaMs0TaTAQDAQDwcBGDIRMNwYwT5S3/0SZHCaHwUAwsBUDT2/fvn3xRPLq1atnXTPlr1+/ns7P1mYuwA0GgoFgIBi4Jww8vXv37gUphkwD8nsCefYSPAcDwcC5MfDUGTg1mXafGtJXSficUefDbEx/iL37jNNszTnn1nzeiL97q313f/u2xqjbX/18VL7qkgJxTlxHd/AVDKzHwK5k6t/q4xuIxxDCNZGpyLEjPkAISXbfpUQGkvT4MEfLNw25T7se5IlVYhUMBAPnxsDFyFQbE0F0b2lLm74WMpX/MyLVPuTrjEglI0KeEanmJLMUl8ynYAQDwUAwcBkMXJRMIQn/uZc3MJGHLn9z9Z9KmaetZMQ4bQcw3giXyK5bqzHprnZdlrdS35/Pqy8flh4o1pB21Zv7yxyoxD1xDwYeEwNXQaYQkkjNyROyq2S09GZayUnyuirIZU+EeAyZ8iCAj5C2v6kyR4uM25M8+2FeLTGRz9qP1tSHibqf3D/mIU7ek/dg4PIYuCoyrYDgzc6JRTKQT5Uf3UNEo/ljxiFTJ2n8hSwhUSdY1mlOdjUn8uReY1qvMR4iIFHuJSO79aHhmH1kzeUPYXKQHAQDt4+Bp/fv3794YzvXf81bSRGygSQgGn9Dq29pAt0SmUJQrufUxIOv+M5h4E1T9+yPOVr33+WZVyvfIVj5DkEjM7LPfNrbP5zJYXIYDNwOBp7evHlzMTIVqegSYERKIhAnDcYqCTsZVbDVtzrNa+zUZCq9HdGLHHX5nirhyn/2KcLsfHPdrpP9Qqbcp72dQ5dcJVfBwP1hYJc/J9iRoghChAHRIMPbmMAm0nFSAYCs5d5byJQx9HaExZsjxMaata384GFAayA4J/9K/Nhk31qnPfq+pdf9Ra+v0bzk1voaufs7vMlpchoMXA8GdiVTkQaXkxCAgAiRgXicnJAVmSCn1mXqnPQ4OaEDe8eSqfRA+PjifmCn+uOkKBkIHx2dr8QCmRDp9Rwi8pw2OQkGHhcDu5BpAPa4AEvuk/tgIBh4BAyETPPVmPxUHAwEA8FAMLARAyHTjQF8hCeu7DFvFsFAMBAMzDEQMg2Z5ok0GAgGgoFgYCMGQqYbA5intfnTWuKT+AQDwcAjYCBkGjLNE2kwEAwEA8HARgyETDcG8BGeuLLHvFkEA8FAMDDHQMg0ZJon0mAgGAgGgoGNGAiZbgxgntbmT2uJT+ITDAQDj4CBkGnINE+kwUAwEAwEAxsxEDLdGMBHeOLKHvNmEQwEA8HAHAMh05BpnkiDgWAgGAgGNmIgZLoxgHlamz+tJT6JTzAQDDwCBm6KTPm6SvdllkdIVvY4LkrCBF/UUdt9lWgUv7q2+4pQ/WqP7kf6Mj7OU2KT2NwrBnYjUz535gVP/UOK0j2T6aGxuFdAHrMvcNGR4KH69Pm7JT3JVQjhUFxF/v4xsyuZdt/pPARkFM17fDNNgT7+sPFmeQiWRrIh0+PzMIppxhPTR8BAyPRK/s00ZHp8weEn2FMc2JDp8Xk4RfyjI/G/VQxcHZnyliFy4dIbqQLsb6bMdSTU6TgmQd1P01WP/m3OffG35iV/mff13q+2lu6X/K2xwr77LBuQ08yXL7744nv7rv9GWXVIvvq/5K/ka3zdjojPffQ+e8IPty27o19JjiVT4uF21Nf4yFaVzX2IJBi4XQw8vX379kWRe/Xq1bOuWWJfv349na9ru8Kp4kfRkzyFT21dr3uKv69DL/LS5/MaHxU61nQtvnRzjKmwe3FnDXtyf9XXuuovuuTzaN/IzFpsz2SqDfzDX63FPx+rOiG4Os49vrBnjcu2EyoyrOlayXt8OxmNzXR1c9rjiOCOJVP5sSa+oz1k/HaLaHKX3AkDT+/evXtBXOci01EBA4xLhawr/pAnhVvF14s2umuhY3zUUoTVdjL4gl1kZF/FWvfIODFVf1l3qH+so13yV3LVRudflUE/7ch/5tV6DBiXf57/Nf7yEFRjjE5adHHvbTd3LjKt5D+z4z6mn2IcDNw+Bp66JF6KTJcKeVf8a3EfEfJovNs/Y+iWX9W3OoeMWsh8jb/YqvoZP6StPolIfH21Uf2r976WfkdOzNEq1h4P7yOjdslfyYiQfL18dB3qz3zq5mYktwYnNY74Q/zwUbpqDpBNe/vFMzlMDh0DV0WmS4WMYqUizCYoyBSwU72Zop8WOxRH7rGLnLdr/EV+VKCZP7TFP/zV+mqj86/KVLvone17KY9Vp+7R6/5WOYi12tYa+V3ldd/NnYtMZQ/8aT+KQ+dTxlKEg4H7w8BVkSnFUoWoA1tX/CnCFFiKp+vQm+IpClslGulU8ex81dgaf1m7pAu5Q9rOX96apUfzumqsNEY8O3vydRZP8jjT0emt/laZmmvmyTn33rKGPSI78l/j8t911P7MT+xJj2zVtbpHRnq6+YzdX6FNTu8/p7uSqYpHvWrBoRC7HEV5LTlRMNExKpwzgIt0WE9bfdV66WaelsK91l/pQRYdamf+1bk1/noRl37u8RednS7maOu+60NFl0cn8s5GjW+1IZ/BAn6oJd8+5n23JZ2SV4tM56tsuYzr0BxX3bd0akzz6K8t/s5k6prc338xTo5vO8e7kWmActtASf7W508kvPR2m3iuj2dilVjdAgZCplfyRxtuASzxcbmo8QabWC3HKjFKjO4JAyHTkOnw58h7Avq598JPu/npNgRxbqxF/3ViLGQaMg2ZBgPBQDAQDGzEQMh0YwDzlHidT4nJS/ISDAQDe2IgZBoyzRNpMBAMBAPBwEYMhEw3BnDPJ5/YypN2MBAMBAPXiYGQacg0T6TBQDAQDAQDGzEQMt0YwDwlXudTYvKSvAQDwcCeGAiZhkzzRBoMBAPBQDCwEQMh040B3PPJJ7bypB0MBAPBwHViIGQaMs0TaTAQDAQDwcBGDIRMNwYwT4nX+ZSYvCQvwUAwsCcGHppM+WpK9+WPcyUBm93XT85lE736U3f1yyzM3XpLXLVHXXvm9NZjF/9DOsHAdgzsRqb+t0speJcu7BTgPQsvNo8lUz4XdozPpyTTU+raepD5fN0tfamFM9DtHYwgoz+eX+X4g/rIaE2VWXvP2ZzpwI7aij3/pBxyx+Kbfc1qA/5ia+0+XY4Y170ggx/YGMUGuZm/6Oxa9HsrnS7LmXcZn/fx2ne5GrcuR77eP0HoetLviXdXMnWQcABHIL3XhHGIOyAv7RnSEOBHRWCmQ+uOPfRV7yl1Vd2H3hPTQ9ddQp7iS4GsPnAuHB/1k25a6/lHl6+pert7bLG+O4vEdoQb5t02+jqbozH0sHZkT7jzOjLSNxtXPBU/riorH5biu9bfqrveL50jcuTrtP8lopOM70HyHreql9rica863If0XxLqxchUyRCQBNxHSgyH0IvP2v1z+I8F+dLBXesHufODd8jaU8vWwnBq/afSJz8paJBG1a0cI8Oc1i0Vz0PPkvCHTjCpFpu0kpnluYt9N4a+USv/NdcVddYoLjU2zK1ttZ79cJ7WrK3xXePvWr3408kLJ+SJ+W6MObXEkHyS31pzPLedTvTUdW4r/U+kejEypZjURAngAioXgPCkcViRAdjIAALmKxjrfD2g6K+2O5/X+Cv7+EJb943voxafNC9/ZXckOxqXbelxf7Qn5KWzxkpzGtdV48ZeaNGjFn+ZqzGWDPFERq3rWOr7PlyH+uQOn9VqD8j5vjtfJIt96ZIt/NUc++vixbpZi64qI901VrIvv2eY0XzdU9U9ukc/MUOOce5HrWwTB+J9rC+sV3yrPdmpPlaZQ+4Va8/zbO0ovjN/0QdOufdWeru9IoN+/CQnszW1PrBGutCr1rGmfJFDl1nyz2Ufvb8rmSoxXF3iKrgpWH6AKEI+5kkEfA426e3saZ0DyvVIvha1OrbG37pmBGy33fUd1PWwdPLdGLEnNjVW3HtsR/66P9UWefPDK3mPJzJ17TH3M13sSfYp8HVPYMptK2/Kr8aQ17330a0xX7um39nUum5cvsh/j6fbYP+jeZft+uyp7kO+yDY+yQddslf1KLfMVz1VdnZPTKsNfGSv2HJMzfR2c/X8djIaw2YX35G/rgtffYw+c7RgjnlajSPT+YHcyB+tVR6RY0/Ej/h67shpzQU60n56K1UsdiVTEkciPRmAoAJFIHIQCBSz5Eq2AnKkW/Yli1/uT/URsOHfSKf7W3VIf9XjNkd9+ed7qvejdXW8i13df70f2ep0Yc9jwJhiocLs9zMdyK1puzizjjw5hjTntr3POs9T19cYutVn3dpW/shuJ6+Ya46L/YE9X4NvdX8us9RHR90HPrpufHFZ5ZXcMq89LNnt5omp9Pg8Pvo5QNb98zVLfelyfZ08dkc28KH62+laM6acV598rMuJ61XcyYWP4yeY4lx7nsgdMtyfam/uzz32L0KmCqQS7kkCtCTSWxIOIPwg16RI1td6v1sn4KK/6tJaDpFkHORr/NXaCmzWaS/VXnffyVdfunXdmPbjMZdM3T/2WK81GuOettPFnPas+e5CRi22kKu+ueysr3XS0cksYWY07+P4qTHvu0xnezZGUZzJMDfaH744LllzSIsetb6uw6/mlV/ORbcP/FV8XN+aPjGtWMDHqvPYsyBfFLdZ7LA5kxn5u2avnUyNnfZXa0gXc+k61BfPY+cL+iouOtmMXejNVIEXaBwkALcelpokFc160Fzm0MOlg6I1roO+FxPZdVCt8bfuUXrXrMO+Wg4OhFPbke+ug34Xu+5AMSb/R4Wk04Ud1nO/piUus9yO9GiN/Onm1xSEbi/4o/Wj/hrdnU8aI6+jeR/vMIrtUX58/VKf/al1WcZ9TH3llzx15411VV/V092zL/S7jPJUdcr+IWfA9Sl2o/jhx2gePch1/iJzSFtxIft1f+Bdtl235JQbHxv1yVHV4fJe/3w8/e//vEs8LvZmKgdqERMQlsArwGjdCASAZC24O7ASHA7KCKRL/rIeX/Bt5j+2Z638WYpTt77Gm4NbY8lh1f5q8ULvbO8jvawdtdW/kVwdx986rntyMNqHZMCUr9f+NK4x8iZd3l+j23V6nxj5WNeXH4qLz2F3DQZYDwZdD3321MVI6+UrstVv7n1tF0+tZ5y4otNb9tb5q3W+55HfjNe4uR31pcv1MY8P3RwytMh2/iJDDrgftfjt8SZmssM6+SWd3Ktd4wfynBe3wxwtdj2vzKW9QjLlIDpQAJ4OAldNKIlmvh4aQOnzDj7A5PP0K1CwNTosS/66LckCet9ztbl0L5/WHPSqp/O1ynAvWV3c15Z9EDe1LkNufV5+I0NcfX4UY9aMWmLczeNnxVCVrf64r+BJury/Vje2kPc902fv6Ge8K3jKPfO1lQ3sqWUe/T7X4UHyvnfXgS7XoX7N9Qg3+F31Swdz2KCtOK9yXV7Bg3RUX30OG7TErtpgXu2STPVX9llffenw0O2nYrOzgc/VBvfMj3xxPyXT2UBX2guTaRLQJ+Ba46ID1RXga/U3ft0WvpKv5OveMLDbz7z3Frh73o+eSkdvF/e87+wtBT4YCAaOxUDINF+N+fhTGD/7hUhTUI4tKFkX7DwqBkKmIdOPZPqohyD7DgEEA8HAVgyETEOmIdNgIBgIBoKBjRgImW4M4NanmazPE3EwEAwEA7ePgZBpyDRPpMFAMBAMBAMbMRAy3RjAPFHe/hNlcpgcBgPBwFYMhExDpnkiDQaCgWAgGNiIgZDpxgBufZrJ+jwRBwPBQDBw+xh4+uqrr148kbx69epZ1yzBr1+/ns7P1mbu9oGTHCaHwUAwEAx8wkDeTPNmmoeiYCAYCAaCgY0YCJluDGCezD49mSUWiUUwEAw8KgZCpiHTPJEGA8FAMBAMbMTALmTafWpIXyXhc0aHPsnoD7F3n3E6VM+p5Nd83oi/e6t9d3/7tsao21/9fFS+6pK3gFNhOHqCpWBgGwZ2JVP/Vh/fQDyGEK6JTEWOHfEBTEiy+y4lMpCkx4c5Wr5pyH3abcBP/BK/YCAYOCUGLkam2oQIontLW9rgtZCp/J8RqfYhX2dEKhkR8oxINSeZpbhkPsUhGAgGgoHLYOCiZApJ+M+9vIGJPHT5m6v/VMo8bSUjxmk7gPFGuER23VqNSXe167K8lfr+fF59+bD0QLGGtKve3F/mQCXuiXsw8JgYuAoyhZBEak6ekF0lo6U300pOktdVQS57IsRjyJQHAXyEtP1NlTlaZNye5NkP82qJiXzWfrSmPkzU/eT+MQ9x8p68BwOXx8BVkWkFBG92TiySgXyq/OgeIhrNHzMOmTpJ4y9kCYk6wbJOc7KrOZEn9xrTeo3xEAGJci8Z2a0PDcfsI2sufwiTg+QgGLh9DFyUTCEbSAKi8Te0+pYm0C2RKQTlek5NPPiK7xwG3jR1z/6Yo3X/XZ55tfIdgpXvEDQyI/vMp739w5kcJofBwO1g4KJkKlLRJcCIlEQgThqMiTgcVE5GPq5+fatj7NRkKr0d0YscdWke/yvhyn/2KcLsfHPdrlN6dUGm3Ke9nUOXXCVXwcD9YeBiZCqCEGFANBAPb2MCm0jHSQUAspZ7byFTxtDbERZvjhAba9a28oOHAa2B4Jz8K/Fjk31rnfbo+5Ze9xe9vkbzklvra+Tu7/Amp8lpMHA9GNiVTEUaXE5CAAIiRAbicXJCVmSCnFqXqXPS4+SEDuwdS6bSA+Hji/uBneqPk6JkIHx0dL4SC2RCpNdziMhz2uQkGHhcDOxCpgHY4wIsuU/ug4Fg4BEwEDLd+PcYHwEk2WOKYTAQDAQDcwyETEOm+XfXYCAYCAaCgY0YCJluDGCe1uZPa4lP4hMMBAOPgIGQacg0T6TBQDAQDAQDGzEQMt0YwEd44soe82YRDAQDwcAcAyHTkGmeSIOBYCAYCAY2YiBkujGAeVqbP60lPolPMBAMPAIGQqYh0zyRBgPBQDAQDGzEQMh0YwAf4Ykre8ybRTAQDAQDcwyETEOmeSINBoKBYCAY2IiBkOnGAOZpbf60lvgkPsFAMPAIGAiZhkzzRBoMBAPBQDCwEQM3RaZ8XaX7MssjPPlkj+MnfGGCL+qo7b5KNIpfXdt9Rah+tUf3I30ZH+cpsUls7hUDu5Epnzvzgqf+IUXpnsn00FjcKyCP2Re46EjwUH36/N2SnuQqhHAoriJ//5jZlUy773QeAjKK5j2+maZAH3/YeLM8BEsj2ZDp8XkYxTTjiekjYCBkuvF38lOBJGR6fMHhJ9hT5CJkenweThH/6Ej8bxUDV0emvGWIXLj0RqoA+5spcx0JdTqOSVD303TVo3+bc1/8rXnJX+Z9vferraX7JX9rrLDvPssG5DTz5Ysvvvjevuu/UVYdkq/+L/kr+RpftyPicx+9z57ww23L7uhXkmPJlHi4HfU1PrJVZXMfIgkGbhcDu5KpFzv6FD2BiMKntgMVxV9rWUdBRl7jPq/xUaFjTdfiSzfHmAq7F3fW4Jv7q77WVX/RJZ9H+0Zm1mJ7JlNt4B/+ai3++VjVCcHVce7xhT1rXLadUJFhTddK3uPbyWhspqubOweZyo818R3tIeO3W0STu+ROGNiVTJee0JfeCrriD3lSuFV8vWgD9FroGB+1FGG1nQy+YBcZ2Vex1j0yTkzVX9Yd6h/raJf8lVy10flXZdBPO/KfebUeA8bln+d/jb88BNUYo5MWXdx7282di0wr+c/suI/ppxgHA7ePgasi06VC3hX/WtxHhDwan4EY3fKr+lbnkFELma/xF/tVP+OHtNUnEYmvrzaqf/Xe19LvyIk5WsXa4+F9ZNQu+SsZEZKvl4+uQ/2ZT93cjOTW4KTGEX+IHz5KV80Bsmlvv3gmh8mhY+CqyHSpkFGsVITZBAWZAnaqN1P002KH4sg9dpHzdo2/yI8KNPOHtviHv1pfbXT+VZlqF72zfS/lserUPXrd3yoHsVbbWiO/q7zuu7lzkansgT/tR3HofMpYinAwcH8YuCoypViqEHVg64o/RZgCS/F0HXpTPEVhq0QjnSqena8aW+Mva5d0IXdI2/nLW7P0aF5XjZXGiGdnT77O4kkeZzo6vdXfKlNzzTw5595b1rBHZEf+a1z+u47an/mJPemRrbpW98hITzefsfsrtMnp/ed0VzJV8ahXLTgUYpejKK8lJwomOkaFcwZwkQ7raauvWi/dzNNSuNf6Kz3IokPtzL86t8ZfL+LSzz3+orPTxRxt3Xd9qOjy6ETe2ajxrTbkM1jAD7Xk28e877akU/Jqkel8lS2XcR2a46r7lk6NaR79tcXfmUxdk/v7L8b03b1cAAAE00lEQVTJ8W3neDcyDVBuGyjJ3/r8iYSX3m4Tz/XxTKwSq1vAQMj0Sv5owy2AJT4uFzXeYBOr5VglRonRPWEgZBoyHf4ceU9AP/de+Gk3P92GIM6Ntei/ToyFTEOmIdNgIBgIBoKBjRgImW4MYJ4Sr/MpMXlJXoKBYGAvDPz0pz/d7y8g7bWp2MkBCgaCgWAgGNgLA//zP//z/Pbt25DpXgGPnRzuYCAYCAaWMaC3vO++++75v/7rv57VF1mp9XHFUeOS40Keuf/8z//8MMe9z3se0C89svHu3buP61zO+1ojfdj+gz/4g5CpByj9ZaAnRolRMBAMnAsDf/M3f/P867/+689/9md/9vxXf/VXH974RFh/+Id/+Pybv/mbH8b//M///Pnbb799/o//+I/nH/zgB8+/+qu/+vzHf/zHz//4j//4/PXXX38gOM3r/0n/+7//+w/3IkmtF8G67yJFvVX+yZ/8ybMIUdc//dM/Pf/rv/7r8/v3778n6+tEuP/+7//+QVZyv/u7vxsy9QClnyIRDAQDwcBlMPCTn/zkwx+SESGK4ESmX3311QcC/P3f//3nb7755sO4SPJf/uVfPhCq/uDMj3/84w99rf/t3/7tD/Lqi5BFjiJWEfKPfvSjF2QqQv693/u95zdv3nx404Qk//Zv//YDoWpdhweRs/wRiUqH/Mt/gJT/AKkFSwegjF2myCTuifu9Y0DkpLdIkR8/x+otUsQqsvyLv/iLD0QqshM5qhWJ6a2Ut029IeqtVsQoMv2d3/mdD4T413/91x/eMiuZyqYI+/Xr1x/k/uiP/uhZb8a/9mu/9oEo//RP//Tjz7iyJ3kukazGRPry8d/+7d9CpvcO0uwvhTgYCAauHQMiJ70N6m1SJIW/IkhdItrf+I3f+PBzr+T0E6tI1clURCcy1ZzIVG+LImL9LCzi1VssxCv9sqmfhzUn4pWsft7Vm68IWW/FevsUwesnZNnT/D//8z9/0Klx9X/xF3/xg395M82b6UfgAuC0Kb7BQDCwJwZEmCIu/duo3kxlW6QqghPpifBEhCI0EZh+XhVhOplKx6/8yq98fDMV2fmb4w9/+MPvkan0ixz1k7HeXqVP/X/4h3/48CYsAte9Lr15yjfZlU/yUevlk0ha/oVMQ6Yh02AgGAgGLooBvVWKpERgIigRld4M9aYqItOlMRGmiE//zik5vaUyrr7eXjUuEuUnYxGdCPiXfumXPpAeDwmyqZ94/+7v/u7Df0ik9fo5+bd+67c+/Pzr/7WuCF33urQOHZCsfAiZ5hB9BAYASZu3kmAgGNgbAyIk/cSqf9vUG6d+etXboshQ/57JuAhTb5S69F/zalyXSJD/mlckqf9CVzpFhPq30F/+5V/+HplqfyJnvXnqP1zSf+2rN0+RtQh5tH/9F8Cak28iddkMmYZIh4AZASnjKbLBQDBwLgyI3ERkuvwtUGTFuFoRpP/8W+U1pzX4iV5/q2ROsrx1qpUsc12reb3FivD1k7DuQ6Yh0yloOiBlLIU0GAgGHhkDImSRt/4jJSfe/MwbQg2hBgPBQDAQDByIgfqWGzI9MICP/ESWveeNJBgIBoKBHgMh05BpnkiDgWAgGAgGNmIgZLoxgHlK65/SEpfEJRgIBh4JA/8/uymWaqA5eO8AAAAASUVORK5CYII=
在AI的帮助下,总结~~
CSI的特性: CSI 是STM32内部的低速RC振荡器,通常频率较低(例如,在H7系列中为4MHz),并且精度不如外部晶振(HSE)。
与550MHz SYSCLK的脱节: 尽管配置了 HSE 作为主时钟并达到了 550MHz 的 SYSCLK,但 USART1 并没有使用这个高速精确的时钟,而是独立地从 CSI 获得时钟。
波特率计算误差: 如果 USART1 使用一个4MHz的 CSI 时钟来生成 115200 波特率,那么计算出来的分频系数几乎不可能是整数,导致巨大的波特率误差。而对于 9600 波特率,由于其低速特性,即使基准时钟不那么精确,也可能因为分频系数的近似能够提供一个相对可接受的误差,从而正常工作。
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版权声明:本文为CSDN博主「~光~~」的原创文章,遵循CC 4.0 BY-SA版权协议,转载请附上原文出处链接及本声明。
原文链接:https://blog.csdn.net/qq_53131867/article/details/150263340
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