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  • 关于GD32F450VET6驱动RGB屏 sos

    本人刚接触RGB屏,弄了1个月毫无进展。于是从兆易创新官网进入这里,希望各位高手能指点一二 LCD为RGB666,但是由于单片机资源的原因(100PIN),采用RGB565,用原厂demo的代码,能正常显示内容图片 [img]data:image/png;base64,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***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***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[/img] 自己的图 但是采用Image2LCD并且用各种方式生成自己的图片数组后,显示却 [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAAcCAYAAADfjMc9AAAT3klEQVRYhVXWx3Mk6Z3e8UJVZmVWVZaHa7SdNvDeu4I3Be+74b03VSi48hZAT/dYjiGXQSlI7h4oUaJ22qDRQPdIDPEiXiSupNVeFOIMGYpQhGLJkfQPfHVobnRPRjyRh3zz8Infk2++Kv5y/cP/+QPtl37uvz5l8HWcrq+jdF5G6DgPUv/CR/XLI6peHFD1lYfKJx5ynm5T+eQA14u/4l5iEtV2NaqjZlICQzz81c/49F/8c0rjcxTFZwn/8AM+/OU/Y+JnJ2z/8odU/cSDNTrCztmPuP8sRsEH42RtOsmZaCJvoIa8jgpyHIVkVeSSU5JDeUUxtXVV1DfXUtxQQmZNHu33nXR67lMbu0/zD+Zp/+kmvU+8hH/713iefUnx+9MUPp4m/9E0j/71T/hff/wfqP4J+9+++5aWCx9jX5/S/3Wcjq8jOF9Fab+MUHfupeL8kPKzfaqe7lH27A228MkuB7/+OcWPllBtVqL2tiF6Oyn/dJO+n4a5+8EcabFRnD/x4fihByXQR3Z0ilvrXVwfdeAYcVJcX0zajRQUo4ykFdBKGiSDFoNNjzndijHDinLFjDHDgvGKBb1dQWeUkGUNsqTGZJC4csVGQUU2jQ9amPatsvFJgMFPtun4cofix7PM/zjIw3/55Vvs3//5D7S8fIMdeh2n63WEztcRnBdhms79VL08ovzFPpVP9yg72yf3q20Kn3tw//uf0vvjEJpdB0mHzagCHah8bZjDAzR/uEXdR5uk+gZJX2zhWm81yUW3SbmWhsliRJRFdMlGjNkZmKrvYO3IxzZUjn2qmrT5BtJWm0nbbCV5o4WUjVaS11pIWW4kebqW1MFyUlrysFXcwXbvCqYUE0aTnhSbieys21Q6ymid7KLXP0t9bIrq07nvT7bppZeR18f0XUbpeBWh/VWY9vMg9c+OqHxxSOnZAWXP9ik52yfn6S65T1x0nx3jufgp751OotqtQ+VtRQz30ny8xqp7k9HlGXLbq7FfTcFqMyPZjUh3UlEacrBO1GPf7MC6343Z34ctNoz99D7298ewnY5iOhnG+nAYy8NhTKdDKA+HsTwaxfpwDHtiBFugD/NuB/a1ZpJn6kntryCl6h6mmykYFIk0s4GyvLsUNxbh3Bh5Z7Lf/YHGSz/DX5/gvIjQ+ipE2+swLedBas+8lJ8fUnS2T/GzPfKfe7j7dIe7v9og619tMfPqC+b/zackx4ZR+9q4fjhI6+wwxYVFWG12FMWI1mRCn3sdU3c55sVm9BvNGFwd6HfakbaakXYcyG4HOo8D/aEDvd+BLtSALtSKPtSJHGpHDjWhC9ajD9aiDzoQvU1oj9ox+LoxBwaw+Yex7veRvNZK8mAZ1opb3Mq6RubVVHJvXn2L/a/ffUvd+REDr4/fYC9DNF+GaHwRoO7cR8X5EYVnexQ93aPgmYespy7u/e029361ReFX++z85ufM/eIDsta6ea86H1tyMoJWRtArSClpGLMyURry0TcXoG/PRee8iaH7OkpPBsbBq5hmrmFYvYF+IxO9OwedNwt9KBM5lIcuVIwxXIopWIAlWIw1VIEt2IXJN455fwbrxjTWpXHM0yMocz3oPO3o9psxulpJX27iVlcxt/JuvIP98zdUPT9g4NUx3ZdRWi9CNF4GqH3ho+r5EaVnBxQ+P6DwyR6FT/fIP9sn86sd8p946L444cHPowwsT3PrvVtIOhH5igmlIB1r7Q2SO69j703HPJSCeSwV0wMLpjkj5pVkLBtXsLrvYjnMw+gvRA4WIQdLUIKVmILNGAMdWILdpPvGSXOPY18exzLxAFP/DMaOaUytYxiretEXtKLPqkZXVoywXIvgaUTrbkTea8a2387tjdZ3sd9Se374l8lGaXsVpvF1mIaLMFVnPgpfHFLw4pD8Z/sUPN0j+/ked5+5afjKz+yjA4qqy9DqBXTXNKT2KVzdtJOxayPVZSR1SyJtT0/KURpW7x0sgVwUbyG6fQd6txO9uxP9rhPDbhfKTjumzSHMcxOYRsbRd46haxjBXDONoXAMObMb6UYjQmo5mpRstFfvIqRlorZkItiz0GbnIC7XIew1IWw70O44kHcasO+1fv+bbbgM0PfvTmi9CNNwGcRxGaL7Ik7tmZ/cF/sUnh9S8GyfvGd7ZF4cUPOLPeqW+riSkYpo0GCpTSVj8xpXg1dJ91/HfngDmyeHZFc59t1G7EfDWNbvo8yMYZgcRj/Qha65CanRgb6xBX1NA7riKqSsGsRb9YgZ5WhSi0iyZSPYskmy5JBkykS05SAmFyCk5aK9mY32Ti5yZgm6/EpkRx3ajSYETyOCqwFxx4F2y4Gy43iL/Yfv/kDLqyB9v35I62WYxosAtS8DVJx5KXl+RMGLQ4rPveQ936fkwkfH3xxS3FGFQSugu24nbbqZjOg0KaEZUvdXSN7cxrbuIm3VzZVlFxkrmyRPjyPXVyMWFiJX5CMX5iBl30V7+z3Ea5lor+QgpWWjtt4myXwbtSWPJHMxKmsp6ow6tLfb0Ob3IVUNIzl6kVva0PW2YZjsx7Q0iWlrFNNuN9JeK8JuExp3I4K7EcnViH73Hex/+fO31Jx7cX59QvPLCE2XYaovg1RcBCk7D1JwdkT++RFVryMM/fiQwvIiNCo1poIari57SdtNkLx6SvJUDMuIG3PfKqlDy6T1TmBr7sRUX4OuuBBt5l3E9zIR38tDuFJAkj2PJHsuanshKmsZqvRGNPd6kUvuo2taQdfnQh5yoZ/eQVndQOfeQO9dRQlNYYqOYwlPYvbPYQmsYvLPYvROYfEtYzlawXy4TIp3lSu+dTKOlt9i/+5P31B8tk/H6xNaLqI0nIeovgxRcRmg+LmXnBeHFF8G6P9yn5zCXFQqFfL1HMztsyg9sxgaBzE392FuGcRY24SuuBSlpBpTSQ2WQgeG3Fq0t2vQvteG+mo7qhs9qLOG0ZbPoGtaQz+wizK9hbK4jHFrG8PuAfojLwbfPgbvNgbfPPq9cbQ7c8ibkyiuBYyuQ8zbMcw7UWx7p9gP38e2nyDdFyfdHyfNH+VGIMqNQJybvshb7H/+8zcUPdun7etjWi/jNLyMUHkRpOzcR9ELH5XnAbo/3Saz4B4qlQrp5lX0NYXoHZUY25qxdQ9irO1ALnKiLxpAzhtGzJ5FzplHV7SOrnoNuWkNXY8b3f1NlJVVTNvLGF1rmF0elC0Phi03hjUPyloQw3oEeTmEbiWIsuPFtBvAvPMYk+szzK7PMW19inHjM5Tpx8j9YaT2fSTHImLLJHa3j4xQnDR/hAx/iHRvmKu+0Pcnm/1kl7rLMI6XEapfBKl8GaT0IkTtRZieT1xkF+eSJBiQb3egLVxELBpDqppCrl5BX7OKvnwZuXgHXckhcmUQXYsPZWwb0+ISNvcitoMVLHsbKK4dTJ5DzDtuTCvbGNd2MSx7UVZOMKx+hmHlRxjXPse4+QXG9R9gWIijnwqjG46h6wogOtwklW4glj5Am+9EzGpBzK1ByKxDU9ONzXPIlUicFH+I9ECYdF+Ya/53sP/pH3/P7b/dofoyRPVZgMoXQUpfhan5t3F6f7RPXmUhgkGPobALS/8xxj4vpr51LA9cmKfXMU3PYp5ZQ5leQzc5j2FuAcvGMraDJSyHSyT7PKT7YtiPQlj34pjdj1HW38ew9AjDbBz9TBz9RAL5wTHScAyp9witcxexyYO2fh65dhGheBapcALx3gDqm31obncjZPajyZlALJpAKFlD7NjBeuAnJRojORDBHoiQGghzPRh+B/un33PniYvq1xEqzwNUnAep/HWc/l+EKWurRWvQY22sJGV7B+taANvaISlrB9hXD7Es7qPMuTGtH2B2HWB0ebDsBrHvnZC89xjr9iPMq+9jmU9gGA+gjMcxzZ6gTCXQjQTROrfROLYQ6vaQGjxoq7bQVi0gOZaR6j2I1evINV60NUGEigPEigPE6gOkpiN0HUH0PWEMQ4foxneQF7ew+sMkRxPYQzGSQzFSglGuhmJvsb/70++5+3SXqlcRKs791L+KMvjshMaZfhSLBVNRDelzG9hX3Jhn/VgWwpgnE1inT7AufIR57mNMc48wzyRQxoLIAwfIA9vIQ4tIQxPIQw9QhqbRDy2gG1nDMOZC7vcj9wfQDfnQ9UeQWqOI9UHEyjBiRRChKo5Q9wGaqijahihiYxR1jQ+x1YfU70Xb70Hbv4M86EY3vIf+gQv9kgtrIII9ksAajpMciZEajpIR/h72G+4+2aXiMkzJuY+uswT9RwukXklHycvj5pqX9OU4KbMBLFN+zBN+jKM+lIED9L3baDvXENuXkdomkZvvI7UOo3X2InQNIPcPo+seRu6YRt87izK4idS2iabOg6b2CKHWj6Y2jrrifdRlj9GUfURS8Ueoij9BXfkDhOpTpMYwoiOMxnGM0PEQbfcHyAMfI9//GN3URxjmPsY49xjjRhxrOIY1GscaimOLxEkJx8iIvIP9u3/8hsynHkpfhaj/OsbwFwdk5mchZ2Rwc3WVW4dBlL5RdM4e5HYn2tZe5PYHyG0zSK3TSE2jiPW9iA29aB1TyI1b6Fq20TYcoq1zoy3dRJ3vQp0zhzpnBXWuG3XRIUnFUZJKH6Eq/4ikio8R6z5DavwUufV9JOcH6HofIw0+xDD2EcaZLzAs/ATdwg8xzH+GMvcphunH6CbDSJN7iA9W0E4vYQqEsUYTWMMx7NEE9nCc9Gji3d34W7KfHVD3mxPGnhzTMNiOzmohva+X7OP3ydjYRNvYgNRch9TUglTXhlTbh1z/AH39PHLVMrrKOfTVK0jlLrSlHsTCPdTZ26iz5lHfm0KTt4BUuoW20oPWcYjcGUTueYRu7HPk8S/RTX2OcfFzjEufY1p5hLKSQFmKo5sNoCwFUOb3kce3kMc2kQbm0fZOIziHUDudJDnbSXI2onnQj8kfwho/xhKJYovESY7ESYsdv/Of/dO3ZJ0d0v+bDxkOr5KWnoa5pIQ7vgB348ekL7qRysYxVE5iqB5FXz2H0bGGqWERfeU6QuER2uI9pLJdpFI3YqkLocyLtnoPqcWD7PRj6A9iHP8QZfYLDHOfoMx9jDL9EMNUGGkogtQXRh7cQx7YQ+7fQeyZRnBOIXZOIHT1oel0IrT2oW0ZQWgZQNPSg6Z5GE3DOOraRTR1c4iDi9gCMayJE6yROPZIAnskQVos8f0al16EWPjlKeU1ZcjpGdxaXuVe4pRbwRDpC0foK1Yx1axhqplBcWyi1G9gqFrEULmD0hRF1xpD7ohg6D1F3/8Y5f5nmKY/Q5n+BOPUZxiGHiF2nqBpeoTgCKKp9SI69tE2bSE43Aj1LjTNi2hb5pBaJhEaRlFXz6KpXkaonUeom0NTOoumaBKhbBJN6SzqvBVUd5dIytxEU7CH2OnGHIhiSZxgjibe1DkSJ+XdGv/uu2/peHnMqHsee7KdlJY2smIJbodi3PAFubYWwNS8gd4xjbFxDnPTPKamOSwti5halzH3+TH2RtD3HyP3JNA2+BBrg6irD0kq3kGdv4imYB5N3jKaXBdCxQFCrQeh4RBN0x6apnWExg2E+k00ZWsIRUsIJQuo8/ZRl0QRa4OIFW5UOTuo7m6RlOkhKS+KKj+BqiCEuvwIsWYfTa8LJRDGcnyKKRrHEnsDTom+U+O//7//k+GfBaisKEW+cZ07bjd34yfc8AW57g1wY9uLtWsJS/silq4DrJ1H2JxBjPV7SFUbaCtcyBUriNVLaCoXEMoWkaoW0FaNoS0dQFvciVjRglTYglDQg1CxgFi2iKZoCk3VJGLVMGLZAJqiIYSSMaRaF5piH0k5x2jKv0RT9zHqyiia2mMExyli62PErg+R+08wDIbRDQbQDXmRpj0YwzHMiWNMsSiWWBxrLE5KNP4W+8f/97/p2p3CZreR0dNHduKUO+ETbvmi3I0cc3M9iL54FTlnB82dIKqbUXS5QfS5O8hZK8j5q+gq59DVjSPXjCJXTaI0TaE0zCCXzyDlj6G+3kXSlVbUN/pRXRtGffU+6ptjaHKXEYr8CMUBhJIjhDI/QvUJcsOHaB2PEZsfI/c8RGzzIXd5kNo9CI1uxIZttI5ltFWziGXraEp2ULetYwzGsZw8whw/wRI/xR4/JTV++hb73//4DfnVJVhu3eC2a407xyGu+fe54t3jZuSIa9v7mDo3MHasoXSuoWteQ9+2hr59Hrl5Gql5Bm3bMlLvErqhGXQDM8gDs8h9c4jORcTWhTc17TxC7PWj6fah6fIh9gTR9MbQDCUQxk8Q5k8Q56KI4wfIix6khS2EiRmkqXnEsWnE0Qm0Y0uIwxuIPZsIzhU0LUtomtffnMJGNjCEvSjHIZSYHyXmxxz1Y4+/czb+j7/7HYrNTFpXJVdik9iDDzAfDWM6HMLiHcHsG8Z4NIDJN4Di70Pv60XnG0L2D6MNDCL6hxCDw4jhIYTQEGJkGDEyghAaRgiPIEQfIMTuo4lPoEmMIxxPoj6ZQH08jvp4jKTTMZIejpJ0Oob6dAz1yX2SjkdJSgyhig+RFB15k9gISbFRNLEJhMQkQmIcTeIBQnwMbXQM4Z/WRUdRR0ZICg2hCY8gRkbfYn/7H35LklUmbb2d9IcPsIcHMPt7MPl6MAX6UAK96ANOlFAfcrAHbbALbbALdaADVbAdVbCDpHAHSbEOVJHON4l1vUm8m6R4N6p4N6pE19ucvJNTJ6rjd3La/c6zHlQn3ahOelAd97x5N96FKu5EFe/8S5yoEp2oYp2oYh2ooh2oYu1v7pF2kqLt/H+v1nqo6R7MTgAAAABJRU5ErkJggg==[/img]

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  • 这个新塘单片机MS51的IO中断为什么不能用呢

    这个就是P05接受一个上升沿或者下降沿之后P04输出一个高电平。功能很简单但是一直这个不能实现功能,也没有报错。 #include "MS51_16K.H" #include "Function_Define_MS51_16K.H" #include "delay.h" /* 名称:时控开关 功能:P05接收到上升沿或者下降沿,P04输出一个下降沿在输出高电平 时间:2021.5.26 版本号:V0.0(最初版) 备注:无干扰处理,总线广播,无串口校准验证 */ #define ENABLE_BIT5_EDGE_TRIG PICON|=0x40;PINEN|=0x20;PIPEN|=0x20//使能并设置P05端口为(PINEN)上升沿和(PIPEN)下降沿都触发中断 #define INDEPENDENTFALG 1 //1为独立模式,即总线广播(不区分设备地址) #if INDEPENDENTFALG void EdgeTriggerInit(void) { P04_PUSHPULL_MODE; P05_INPUT_MODE; set_P0S_5;//待修改,我也没懂这个时效保护在干撒 P04 = 0; P05 = 0; ENABLE_INT_PORT0;//选择P0口 ENABLE_BIT5_EDGE_TRIG;//选择5引脚 set_EPI;//引脚中断使能 set_EA; set_EX0; } void main(void) { EdgeTriggerInit(); while(1); } void PinInterrupt_ISR(void) interrupt 7 { EA = 0;//中断保护 if (PIF == 0X20) { P04 = 1; Delay_us(100); P04 = 0;//单纯的高电平不足以判断情况,为了证明正确性 Delay_us(100); P04 = 1; PIF = 0X00; } EA = 1; } #endif 各位大佬帮忙看一下,感谢。想了好几天没懂这个为啥不能用。

    技术交流 s51 IO 新塘单片机 pi ge

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  • 如图,这个红色部分电路工作原理

    [i=s] 本帖最后由 law3411209 于 2021-5-24 16:54 编辑 [/i] [img]file:///C:\Users\Lenovo\Documents\Tencent Files\244957442\Image\Group2\BM\8%\BM8%QJ9UTVT$OEQM0IAP}H8.png[/img][attach]1679924[/attach]这个是电压跟随器吗,与直接检测有什么不同啊?完整电路[attach]1679926[/attach]

    电路工作原理 部分电路 AC image ce ge

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  • at32f407 调试问题(非8000000处无法调试)

    本人尝试让407工程在 0x8008000烧写并调试,但始终不行,具体修改如下:1.把向量表偏移改为0x8000 2.MDK魔术棒下target 的IROM1设置为 0x8008000 3.MDK魔术棒下flash download 的start设置为 0x8008000

    MUC 调试 MDK download ge hd

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  • MG82F6D17 keil 调试问题

    MG82F6D17开发板,ICE连接电脑,设置按照ICE文档设置KEIL相关选项,编译代码后点击调试按钮,出现“Error:Target DLL has been cancelled.Debugger aborted!”警告。

    keil 调试 ce ICE ge ic

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  • STN 12864单色屏黑屏花屏是什么问题 sos

    [i=s] 本帖最后由 tyw 于 2021-4-8 09:15 编辑 [/i] 12864 FOG 驱动IC是ST7565,整机老化12小时,到客户端显示出现黑屏花屏现象,是什么原因引起[img]file:///C:\Users\Administrator\Documents\Tencent Files\1708991628\Image\C2C\5IMRJP4GM]1@MS[RGE]7PY0.jpg[/img][img]file:///C:\Users\Administrator\Documents\Tencent Files\1708991628\Image\C2C\IX)EXTE6%N5F04%YY0Y8)~C.jpg[/img]

    ST ge TE ADM AD ce

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  • GD32F101C8T6 可选字节编程 sos

    [i=s] 本帖最后由 xmwolf 于 2021-1-28 09:21 编辑 [/i] 我使用的是GD32F101C8T6。读保护使能后,在设置页面写保护的时候,都会产生FMC_FLAG_BANK0_PGERR错误。试过几个片子,情形也都相同。没有读保护的情形下是正常的。请教一下如何解决。同样的程序,在STM32同型号芯片测试是可以的。

    编程 GD32F101 STM fm ge

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  • 【求助】请问CC2540 怎么在广播里面广播出mac地址啊? sos

    各位大神, 请问怎么在广播里面广播出mac地址? 我自己的想法是,先获取到mac地址,再把mac地址添加到scanRspData[]中? 但是我在使用GAPRole_GetParameter的时候,在蓝牙状态改变的回调函数中可以正常使用,在其他地方就不行。 请问还有什么方法可以获取吗?

    MAC地址 CC2540 CAN ge pd

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  • stm32f0系列进入睡眠模式的困惑

    [color=#222226]使用STM32F030F4P6做产品,[/color][color=#222226]现在是可以进入待机模式,使用RTC唤醒,然后能发送数据工作。[/color] [color=#222226]现在想让产品初始上电后先进入休眠,然后在RTC唤醒后,再发送数据;但是现在只要上电就直接发送数据,然后才进入休眠。[/color] [color=#222226]通过查看PWR->CSR寄存器,看到RM手册中说SBF和WUF位是可以用来判断是否从待机模式中醒来的,但是程序这么做了不起作用,还是上电就发送数据。[/color] [color=#222226]请各位大佬给看看可能因为什么导致的。[/color] [color=#222226]int main(void)[/color] [color=#222226]{[/color] [color=#222226] /* MCU Configuration--------------------------------------------------------*/[/color] [color=#222226] HAL_Init();[/color] [color=#222226] /* Configure the system clock */[/color] [color=#222226] SystemClock_Config();[/color] [color=#222226] [/color] [color=#222226] MX_GPIO_Init(); [/color] [color=#222226] MX_RTC_Init();[/color] [color=#222226] [/color] [color=#222226] RTC_AlarmConfig();[/color] [color=#222226] /* USER CODE BEGIN SysInit */[/color] [color=#222226] if (__HAL_PWR_GET_FLAG(PWR_FLAG_SB) != RESET ) //在此判断SBF标志位,若为1,则表明是被唤醒过[/color] [color=#222226] //if(__HAL_PWR_GET_FLAG(PWR_FLAG_WU)!= RESET)[/color] [color=#222226]{[/color] [color=#222226] __HAL_RCC_GPIOA_CLK_ENABLE();[/color] [color=#222226] MX_SPI1_Init();[/color] [color=#222226] Lora_init();[/color] [color=#222226] //HAL_Delay(10000);[/color] [color=#222226] Read_Ds18b20();[/color] [color=#222226] Lora_SendTemp1();[/color] [color=#222226] }[/color] [color=#222226] __HAL_RCC_PWR_CLK_ENABLE();[/color] [color=#222226] if (__HAL_PWR_GET_FLAG(PWR_FLAG_SB) != RESET)[/color] [color=#222226]{[/color] [color=#222226] __HAL_PWR_CLEAR_FLAG(PWR_FLAG_SB);[/color] [color=#222226] }[/color] [color=#222226] [/color] [color=#222226] HAL_PWR_DisableWakeUpPin(PWR_WAKEUP_PIN1);[/color] [color=#222226]if (__HAL_PWR_GET_FLAG(PWR_FLAG_WU) != RESET)[/color][img=0,24]https://img-bbs.csdn.net/upload/202005/26/1590486098_526184.png[/img] [color=#222226] HAL_PWR_EnterSTANDBYMode();[/color] [color=#222226] while (1)[/color] [color=#222226] {[/color] [color=#222226] [/color] [color=#222226] }[/color] [color=#222226]}[/color] [color=#222226]通过查看数据手册,说有2个标志位,一个是用来说明曾进入待机模式;另一个是曾被唤醒过,通过判断这个,认为设备进入过待机模式,那么就可以发送数据;若没进入过,那就先进入待机,不发数据。[/color] [color=#222226]这2个我都尝试了,没起作用,请大家指点。[/color]

    STM32F0 se ni pi ge

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  • INA233 测量电流、电压、功率

    有大家用过这款芯片没,我一直没的看明白,这个电流到底应该怎么计算,也就是文档里所说的M值;先说我了解的吧,校准值我怎么怎么计算,虽然我不清楚[color=#231f20][font=Helvetica][size=13.3328px]0.00512到底干什么用的,其次电压也是没有问题的,文档有说最小LBS值[/size][/font][/color] [color=#231f20][font=Helvetica][size=13.3328px]我理解的电流系数是 [/size][/font][/color][font=Helvetica][color=#231f20][size=13.3328px]说明R=2mR [/size][/color][/font][color=#4d4d4d][font="][size=18px]Power_LSB = 25 * Current_LSB[/size][/font][/color] [color=#4d4d4d][font="][size=18px]BusVoltage_LSB = 1.25 mv/bit 固定值[/size][/font][/color] [color=#4d4d4d][font="][size=18px]ShuntVoltage_LSB = 2.5uv/bit 固定值[/size][/font][/color] [font=Microsoft YaHei, SF Pro Display, Roboto, Noto, Arial, PingFang SC, sans-serif][color=#4d4d4d][size=18px]这个m到底要怎么计算? [/size][/color][/font]

    电压 INA 电流 ge voltage

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