问答

使用MS51PC0AE芯片,3.3V供电。将P3.3设置为[size=14px]P33_OPENDRAIN_MODE，外接2k上拉电阻到12V,只能上拉到4.2V[/size]

现在想通过烧录器一次写入mainflash区以及NVR区，测试过可以分次写入mainflash区或者NVR区，都可以成功写入，那么是否需要在Mainflash以及NVR区之间进行复位或者重新上电才可以烧录么？两个区域在不断电不复位的情况下同时写入会导致mainflash区的数据无法成功写入。

32F769IDISCOVERY开发板，在SAI_AudioPlay例程里添加SAI 录音部分的初始化代码，发现在不给PlayBuffHAL_SAI_Transmit_DMA(&SaiHandle, (uint8_t *)PlayBuff, PLAY_BUFF_SIZE))填数据的时候，会将RECbuff（HAL_SAI_Receive_DMA(&SaiHandle_REC, (uint8_t *)RECBuff, REC_BUFF_SIZE)里的数据发送出去，在耳机端听到linein端的音频。关掉DMA后耳机端无声音，不会是codec WM8994的设置问题，求解，谢谢。

请问华大HC32L136K8TA MCU 中 使用ADC 测量外部电压时 外接的 电阻 RAIN 的阻值是如何计算出来的，手册中有个公式，请讲解一下这公式如何用，在 该芯片 数据手册的第61页。

dsp5509A与TLV320AIC23B做信号处理:mic输入， 通过8k采样率对500Hz正弦信号采样，通过graph查看频率为428Hz，为什么会有这样差别，

我在RA2上使用电平变中断，现在的问题是IO上电平发生变化后不没有中断信号产生，不知道哪里出问题了，{ _TRISA2 = 1; _CNPUA2 = 1; _CNPDA2 = 0; CNCONA = 0x8800; CNEN0A = 0x0004;//RA2 CNEN1A = 0x0004;//下降沿 CNFA = 0x0000; IFS0bits.CNAIF = 0;//清除中断标志 IEC0bits.CNAIE = 1; }

原来用的stm32F103rct6转到GD32，发现RTC初始化死锁，后来发现死在寄存器同步上了，请帮忙看看是什么原因RTC用的LXTAL，32768Hz的晶振

下载了例程，能编译成功，但是烧录总是提示Flash Download failed - "Cortex-M4"

[i=s] 本帖最后由 自定义LqT 于 2021-4-7 11:29 编辑 [/i] [url=ictopic-4.html]#每日话题#[/url] 我天线脚出来就串了个0R电阻，没电感电容，没仪器测试，跟滤波有关吗？[attach]1655638[/attach] 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***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[/img]

[i=s] 本帖最后由 huigangzheng 于 2021-3-11 16:23 编辑 [/i] [table=98%] [tr][td]CH32V103数据手册里面只能找到内置的参考电压VREFINT，且其最小值为1.12V，最大值为1.28V，那么，如果使用内置的参考电压，那么这个VREFINT 怎么取得一个确定的值？也就是说，假设我要测量AIN0 输入的电压，如果用内置参考电压的话，怎么计算出准确的AIN0 电压？ VREFINT 只有1.12~1.28V ,那么我要检测一个3V 的电压 ADC怎么算啊？ [/td][/tr] [/table][attach]1642088[/attach]

static void system_clock_72m_hxtal(void) { uint32_t timeout = 0U; uint32_t stab_flag = 0U; /* enable HXTAL */ RCU_CTL0 |= RCU_CTL0_HXTALEN; /* wait until HXTAL is stable or the startup time is longer than HXTAL_STARTUP_TIMEOUT */ do{ timeout++; stab_flag = (RCU_CTL0 & RCU_CTL0_HXTALSTB); } while((0U == stab_flag) && (HXTAL_STARTUP_TIMEOUT != timeout)); 一直在等待HXTAL时钟稳定

出现这个现象，一般有哪些原因？连接没问题，前几次还可以 2020-12-07 10:53:42 当前调试项目为：wenkongqi 2020-12-07 10:53:42:-------------------------------------------------------------- 2020-12-07 10:53:42:操作： "EARSE" "FLASH SPACE" "Protect" 2020-12-07 10:53:46:编程成功,用时: 0 分 4 秒 540 毫秒 2020-12-07 10:53:46 项目:wenkongqi,芯片在线调试，等待运行到main..... 2020-12-07 10:53:46:-------------------------------------------------------------- 2020-12-07 10:53:53:运行到main超时,检测选项gstabs+勾选,芯片程序同步下载,ISP编程条件移除，调试端口保留,或其他造成调试失败的情况 2020-12-07 10:53:53:其他调试失败可能为看门狗复位、 main函数前代码耗时过长或启动预运行芯片时程序运行出错等 2020-12-07 10:53:53 目标调试终止. 搜索 [align=left]复制[/align]

我刚刚开始学习单片机MSPG2553去图书馆借了几本书，我在对照范例写代码时用到 _EINT(); 就出错，发出警报。 使用环境为 IAR EW430 5.3 发出警报为： Warning[Pe223]: function "_EINT" declared implicitly F:\msp430-launchpad\频率\main.c 17 Error[e46]: Undefined external "_EINT" referred in main ( F:\msp430-launchpad\频率\Debug\Obj\main.r43 ) 这什么情况 _ENIT 未定义？ 难道是头文件有缺失吗？ （头文件未更改） 我该如何解决这个错误？

我在测试GIO的时候，程序实现的是在GIOB[1] 或GIOB[0]检测到高电平（3.3v）输入的时候，执行闪灯。 在DEBUG下正常，能够闪灯，但是在实际中 却没有闪灯。 void main(void) { uint32_t RST_status2=4; uint32_t RST_status1=5; uint32_t RST_MON_Int=6; hetInit(); gioInit(); LED8_ON(); //HET_8 LED28_ON(); //HET_28 wait(200000); LED28_OFF(); LED8_OFF(); wait(200000); LED8_ON(); LED28_ON(); wait(2000000); LED8_OFF(); LED28_OFF(); wait(2000000); LED8_ON(); LED28_ON(); wait(2000000); LED8_OFF(); LED28_OFF(); hetPORT1->DSET |= (1< hetPORT1->DSET |= (1< while(1) { RST_status2= gioGetBit(gioPORTB,0); RST_status1= gioGetBit(gioPORTB,1); RST_MON_Int= gioGetBit(gioPORTA,6); if(1== RST_status1|| 1==RST_status2) { uint32_t i=0; for(i=0;i<10;i++) { LED8_ON(); wait(200000); LED8_OFF(); } } RST_status2=0; RST_status1=0; if(1 == RST_MON_Int) { uint32_t j=0; for(j=0;j<20;j++) { LED28_ON(); wait(200000); LED28_OFF(); } } RST_MON_Int=0; } }

因原来在main()函数的文件中有太多的变量和函数，我想新建的一文件，将大部分函数和变量的定义及实现放在新建文件中，该如何操作，望指教