tanic 发表于 2019-9-3 15:15:35

代码代码,

木桩上的跛脚人 发表于 2019-9-3 15:16:40

哀歌与世无争 发表于 2019-9-3 10:02
切换到内部HSI后,adc有没有重新初始化

切换完之后,最初没有初始化,后来加上了,但效果一样。。。。:L

木桩上的跛脚人 发表于 2019-9-3 15:36:45

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时钟有问题吗?

木桩上的跛脚人 发表于 2019-9-3 15:55:33

void ADCInit(void)
{
        ADC_InitTypeDef ADC_InitStructure;
        DMA_InitTypeDef DMA_InitStructure;

        //DMA channel1 configuration
        ADC_Cmd(ADC1, DISABLE);
        DMA_Cmd(DMA1_Channel1, DISABLE);
       
        DMA_InitStructure.DMA_PeripheralBaseAddr = DR_ADDRESS;
        DMA_InitStructure.DMA_MemoryBaseAddr = (u32)&g_u32PowerADCValue;
        DMA_InitStructure.DMA_DIR = DMA_DIR_PeripheralSRC;
        DMA_InitStructure.DMA_BufferSize = 3;

        DMA_InitStructure.DMA_PeripheralInc = DMA_PeripheralInc_Disable;
        DMA_InitStructure.DMA_MemoryInc = DMA_MemoryInc_Enable; /* É趨ÄÚ´æµØÖ·µÝ¼Ó ÿ´ÎDMA¶¼Êǽ«ÍâÉè¼Ä´æÆ÷ÖеÄÖµ´«µ½Á½¸öÄÚ´æ¿Õ¼äÖÐ */
        DMA_InitStructure.DMA_PeripheralDataSize = DMA_PeripheralDataSize_HalfWord;
        DMA_InitStructure.DMA_MemoryDataSize = DMA_MemoryDataSize_HalfWord;
        DMA_InitStructure.DMA_Mode = DMA_Mode_Circular;
        DMA_InitStructure.DMA_Priority = DMA_Priority_High;
        DMA_InitStructure.DMA_M2M = DMA_M2M_Disable;
        DMA_DeInit(DMA1_Channel1);
        DMA_Init(DMA1_Channel1, &DMA_InitStructure);

        // ADC1 configuration
        ADC_InitStructure.ADC_Mode = ADC_Mode_Independent;
        ADC_InitStructure.ADC_ScanConvMode = ENABLE;
        ADC_InitStructure.ADC_ContinuousConvMode = ENABLE;
        ADC_InitStructure.ADC_ExternalTrigConv = ADC_ExternalTrigConv_None;
        ADC_InitStructure.ADC_DataAlign = ADC_DataAlign_Right;
        ADC_InitStructure.ADC_NbrOfChannel = 3;
        ADC_Init(ADC1, &ADC_InitStructure);

        // ADC1 regular channel1 PA1 configuration
        ADC_RegularChannelConfig(ADC1, ADC_Channel_0, 1, ADC_SampleTime_1Cycles5);//
       
        ADC_RegularChannelConfig(ADC1, ADC_Channel_1, 2, ADC_SampleTime_1Cycles5); //
        //
        ADC_RegularChannelConfig(ADC1, ADC_Channel_16, 3, ADC_SampleTime_1Cycles5 );//ADC1,ADC??3,?????,?????239.5??   


        ADC_TempSensorVrefintCmd(ENABLE);
        // Enable ADC1 DMA
        ADC_DMACmd(ADC1, ENABLE);

        // Enable ADC1
        ADC_Cmd(ADC1, ENABLE);

        // Enable ADC1 reset calibaration register
        ADC_ResetCalibration(ADC1);
       
        // Check the end of ADC1 reset calibration register
        while(ADC_GetResetCalibrationStatus(ADC1));


        // Start ADC1 calibaration
        ADC_StartCalibration(ADC1);
        // Check the end of ADC1 calibration
        while(ADC_GetCalibrationStatus(ADC1));

        // Start ADC1 Software Conversion
        ADC_SoftwareStartConvCmd(ADC1, ENABLE);
       
        // Enable DMA channel1
        DMA_Cmd(DMA1_Channel1, ENABLE);

}

木桩上的跛脚人 发表于 2019-9-3 15:56:12


RCC_DeInit();

RCC_HSICmd(ENABLE);

while(RCC_GetFlagStatus(RCC_FLAG_HSIRDY) == RESET)
{

}

   RCC_HCLKConfig(RCC_SYSCLK_Div1); //AHBʱÖÓΪϵͳʱÖÓSYSCLK

   RCC_PCLK2Config(RCC_HCLK_Div2);//APB1ʱÖÓΪHCLK/2£¬ÆäÖÐHCLKΪAHBʱÖÓ

   RCC_PCLK1Config(RCC_HCLK_Div1);//APB2ʱÖÓΪHCLK

       
   //ÉèÖà PLL ʱÖÓÔ´¼°±¶ÆµÏµÊý

   RCC_PLLConfig(RCC_PLLSource_HSI_Div2, RCC_PLLMul_2);

   //ʹÄÜ»òÕßʧÄÜ PLL,Õâ¸ö²ÎÊý¿ÉÒÔÈ¡£ºENABLE»òÕßDISABLE

   RCC_PLLCmd(ENABLE);//Èç¹ûPLL±»ÓÃÓÚϵͳʱÖÓ,ÄÇôËü²»Äܱ»Ê§ÄÜ

   //µÈ´ýÖ¸¶¨µÄ RCC ±ê־λÉèÖóɹ¦ µÈ´ýPLL³õʼ»¯³É¹¦

   while(RCC_GetFlagStatus(RCC_FLAG_PLLRDY) == RESET)
   {

   }
   //ÉèÖÃϵͳʱÖÓ£¨SYSCLK£© ÉèÖÃPLLΪϵͳʱÖÓÔ´
   RCC_SYSCLKConfig(RCC_SYSCLKSource_PLLCLK);
   //µÈ´ýPLL³É¹¦ÓÃ×÷ÓÚϵͳʱÖÓµÄʱÖÓÔ´
   
   // 0x00£ºHSI ×÷ΪϵͳʱÖÓ

   // 0x04£ºHSE×÷ΪϵͳʱÖÓ

   // 0x08£ºPLL×÷ΪϵͳʱÖÓ

   while(RCC_GetSYSCLKSource() != 0x08)
   {

   }
   
//   RCC_ADCCLKConfig(RCC_PCLK2_Div2);
}

木桩上的跛脚人 发表于 2019-9-3 15:56:46

上面分别是ADC的初始化,及内部HSI的初始化部分

木桩上的跛脚人 发表于 2019-9-3 17:20:02

误导大家了。。。:L,我重新滤了一遍,72M时ADCCLK 8分频,为9MHZ,当切换到内部时钟时,ADCCLK是2MHZ,,,,,,在ADCCLK为 2MHZ时,是正确的值,,,,在9MHZ的时候,是有误差比较大的值

mylovemcu 发表于 2019-9-3 18:41:30

木桩上的跛脚人 发表于 2019-9-3 15:14
内部没有倍频,直接用了8M的测试

那就是说使用内部时钟和外部时钟的时候ADC的采样频率是不一样的吧采样频率不一样会导致采样的精度发生变化
只要保证在相同频率下测试的重复误差达到要求就可以了

木桩上的跛脚人 发表于 2019-9-4 16:30:09

mylovemcu 发表于 2019-9-3 18:41
那就是说使用内部时钟和外部时钟的时候ADC的采样频率是不一样的吧采样频率不一样会导致采样的精度发 ...

采样频率都有修改过,但目前发现这个ADCCLK对这个精度影响很大,当ADC时钟为4MHZ或以下,精度比较准确,用9M(72/8),,误差很大

generalcircuits 发表于 2019-9-4 17:18:46

哈,这也挺戏剧性的,最后发现没有问题;P
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