STM32F4 使用定时器1触发ADC1采样频率200Hz+DMA双缓存中断，为什么取了1024个数据，前后两次进入DMA中断的时间间隔只有2秒左右

zqy 发表于 2023-9-20 20:44:33

STM32F4 使用定时器1触发ADC1采样频率200Hz+DMA双缓存中断，为什么取了1024个数据，前后两次进入DMA中断的时间间隔只有2秒左右
代码如下
#include "bsp.h"

/* define ---------------------------------------------------------------------*/
#define ADC3_DR_ADDRESS ((uint32_t)0x4001224C)

/* 变量 ----------------------------------------------------------------------*/
uint16_t ADC1ConvertedValue_a = {0};
uint16_t ADC1ConvertedValue_b = {0};

uint8_t flag_dma = 0;

/* 供本文件使用 --------------------------------------------------------------*/
static void TIM1_Config(void);
/*
*********************************************************************************************************
* 函数名: bsp_InitADC
* 功能说明: ADC初始化
* 形参: 无
* 返回值: 无
*********************************************************************************************************
*/

void bsp_InitADC(void)
{
/* 配置GPIO. */
{
GPIO_InitTypeDef GPIO_InitStructure = {0};

RCC_AHB1PeriphClockCmd(RCC_AHB1Periph_GPIOC, ENABLE);

/* 配置ADC引脚为模拟输入模式 ******************************/

GPIO_InitStructure.GPIO_Mode = GPIO_Mode_AN; /* 设为输出口 */
GPIO_InitStructure.GPIO_OType = GPIO_OType_PP; /* 设为推挽模式 */
GPIO_InitStructure.GPIO_PuPd = GPIO_PuPd_NOPULL; /* 上下拉电阻不使能 */
GPIO_InitStructure.GPIO_Speed = GPIO_Speed_25MHz; /* IO口最大速度 */

GPIO_InitStructure.GPIO_Pin = GPIO_Pin_0;
GPIO_Init(GPIOC, &GPIO_InitStructure);

/* 配置ADC引脚为模拟输入模式 ******************************/
GPIO_InitStructure.GPIO_Pin = GPIO_Pin_1;
GPIO_Init(GPIOC, &GPIO_InitStructure);
}

{
DMA_InitTypeDef    DMA_InitStructure = {0};

RCC_AHB1PeriphClockCmd(RCC_AHB1Periph_DMA2, ENABLE);

/* DMA2 Stream0 channel0 配置用于ADC1 **************************************/
DMA_DeInit(DMA2_Stream0);
DMA_InitStructure.DMA_Channel = DMA_Channel_0;
DMA_InitStructure.DMA_PeripheralBaseAddr = (uint32_t)&ADC1->DR;
DMA_InitStructure.DMA_Memory0BaseAddr = (uint32_t)&ADC1ConvertedValue_a;
DMA_InitStructure.DMA_DIR = DMA_DIR_PeripheralToMemory;
DMA_InitStructure.DMA_BufferSize = 1024;
DMA_InitStructure.DMA_PeripheralInc = DMA_PeripheralInc_Disable;
DMA_InitStructure.DMA_MemoryInc = DMA_MemoryInc_Enable;

DMA_InitStructure.DMA_PeripheralDataSize = DMA_PeripheralDataSize_HalfWord;
DMA_InitStructure.DMA_MemoryDataSize = DMA_PeripheralDataSize_HalfWord;

DMA_InitStructure.DMA_Mode = DMA_Mode_Circular;
DMA_InitStructure.DMA_Priority = DMA_Priority_High;
DMA_InitStructure.DMA_FIFOMode = DMA_FIFOMode_Disable;
DMA_InitStructure.DMA_FIFOThreshold = DMA_FIFOThreshold_Full;
DMA_InitStructure.DMA_MemoryBurst = DMA_MemoryBurst_Single;
DMA_InitStructure.DMA_PeripheralBurst = DMA_PeripheralBurst_Single;
DMA_Init(DMA2_Stream0, &DMA_InitStructure);

//双缓冲模式设置
// DMA_DoubleBufferModeConfig(DMA2_Stream0,(uint32_t)(u16 *)(ADC1ConvertedValue_b),DMA_Memory_1); //DMA_Memory_0首先被传输
// DMA_DoubleBufferModeCmd(DMA2_Stream0,ENABLE);

/* DMA2_Stream0 enable */
DMA_Cmd(DMA2_Stream0, ENABLE);
}

/*DMA2_Stream0 传输完成中断使能传输一半中断使能*/
{
   NVIC_InitTypeDef NVIC_InitStructure = {0};

   // 配置DMA中断优先级
   NVIC_InitStructure.NVIC_IRQChannel = DMA2_Stream0_IRQn;
   NVIC_InitStructure.NVIC_IRQChannelPreemptionPriority = 1; // 可以根据需要设置中断优先级
   NVIC_InitStructure.NVIC_IRQChannelSubPriority = 0;
   NVIC_InitStructure.NVIC_IRQChannelCmd = ENABLE;
   NVIC_Init(&NVIC_InitStructure);
   DMA_ClearITPendingBit(DMA2_Stream0, DMA_IT_TC | DMA_IT_HT); //清除中断标志
   DMA_ITConfig(DMA2_Stream0, DMA_IT_TC, ENABLE); // 使能DMA传输完成中断
   DMA_ITConfig(DMA2_Stream0, DMA_IT_HT, ENABLE); // 使能DMA半传输完成中断
}
/* ADC公共部分初始化**********************************************************/
{
/*
***************************************************************************
   PCLK2 = HCLK / 2
   下面选择的是2分频
   ADCCLK = PCLK2 /2 = HCLK / 4 = 168 / 4 = 42M[手册最大时36M，此时有超频]
   ADC采样频率： Sampling Time + Conversion Time = 3 + 12 cycles = 15cyc
Conversion Time = 42MHz / 15cyc = 2.8Mbps.
****************************************************************************
*/
ADC_CommonInitTypeDef ADC_CommonInitStructure = {0};

ADC_CommonInitStructure.ADC_Mode = ADC_Mode_Independent;
ADC_CommonInitStructure.ADC_TwoSamplingDelay = ADC_TwoSamplingDelay_5Cycles;
ADC_CommonInitStructure.ADC_DMAAccessMode = ADC_DMAAccessMode_Disabled;
ADC_CommonInitStructure.ADC_Prescaler = ADC_Prescaler_Div2;
ADC_CommonInit(&ADC_CommonInitStructure);
}

/* 配置 PC0/ADC1_IN10******************************************************************/
{
ADC_InitTypeDef    ADC_InitStructure = {0};

RCC_APB2PeriphClockCmd(RCC_APB2Periph_ADC1, ENABLE);

ADC_InitStructure.ADC_Resolution = ADC_Resolution_12b;
ADC_InitStructure.ADC_ScanConvMode = ENABLE;
ADC_InitStructure.ADC_ContinuousConvMode = DISABLE;
ADC_InitStructure.ADC_ExternalTrigConvEdge = ADC_ExternalTrigConvEdge_Rising;
ADC_InitStructure.ADC_ExternalTrigConv = ADC_ExternalTrigConv_T1_CC1;
ADC_InitStructure.ADC_DataAlign = ADC_DataAlign_Right;
ADC_InitStructure.ADC_NbrOfConversion = 2;

/* ADC1 规则通道配置 -------------------------------------------------------*/
ADC_Init(ADC1, &ADC_InitStructure);
ADC_RegularChannelConfig(ADC1, ADC_Channel_10, 1, ADC_SampleTime_3Cycles);
ADC_RegularChannelConfig(ADC1, ADC_Channel_11, 2, ADC_SampleTime_3Cycles);

/* 使能 ADC1 DMA */
ADC_DMACmd(ADC1, ENABLE);

/* 使能DMA请求最后一个传输结束后继续使能DMA, 对于循环模式必须使能 -------*/
ADC_DMARequestAfterLastTransferCmd(ADC1, ENABLE);

/* Enable ADC1 --------------------------------------------------------------*/
ADC_Cmd(ADC1, ENABLE);
}

TIM1_Config();
}

void DMA2_Stream0_IRQHandler(void)
{

// DMA半传输中断标志位
if(DMA_GetITStatus(DMA2_Stream0, DMA_IT_HTIF0))
{
DMA_ClearITPendingBit(DMA2_Stream0, DMA_IT_HTIF0); // 清除中断标志
if(DMA_GetCurrentMemoryTarget(DMA2_Stream0) == DMA_Memory_1)
{
flag_dma = 1;
}
else
{
flag_dma = 2;
}
}

// DMA传输完成后的处理代码
if (DMA_GetITStatus(DMA2_Stream0, DMA_IT_TCIF0))
{

DMA_ClearITPendingBit(DMA2_Stream0, DMA_IT_TCIF0); // 清除中断标志

}

}
/*
*********************************************************************************************************
* 函数名: TIM1_Config
* 功能说明: 配置定时器1，用于触发ADC, 触发频率1Msps
* 形参: 无
* 返回值: 无
*********************************************************************************************************
*/
static void TIM1_Config(void)
{
TIM_TimeBaseInitTypeDefTIM_TimeBaseStructure = {0};
TIM_OCInitTypeDefTIM_OCInitStructure = {0};

/* 使能定时器1 */
RCC_APB2PeriphClockCmd(RCC_APB2Periph_TIM1, ENABLE);    //使能定时器1时钟

/* 先禁能再配置 */
TIM_Cmd(TIM1, DISABLE);

/*
********************************************************************************
system_stm32f4xx.c 文件中 void SetSysClock(void) 函数对时钟的配置如下：

HCLK = SYSCLK / 1 (AHB1Periph)
PCLK2 = HCLK / 2    (APB2Periph)
PCLK1 = HCLK / 4    (APB1Periph)

因为APB1 prescaler != 1, 所以 APB1上的TIMxCLK = PCLK1 x 2 = SystemCoreClock / 2;
因为APB2 prescaler != 1, 所以 APB2上的TIMxCLK = PCLK2 x 2 = SystemCoreClock;

APB1 定时器有 TIM2, TIM3 ,TIM4, TIM5, TIM6, TIM7, TIM12, TIM13, TIM14
APB2 定时器有 TIM1, TIM8 ,TIM9, TIM10, TIM11

TIM6 更新周期是 = TIM1CLK / （TIM_Period + 1）/（TIM_Prescaler + 1）
********************************************************************************
*/

TIM_TimeBaseStructInit(&TIM_TimeBaseStructure);    //初始化定时器1的寄存器为复位值
TIM_TimeBaseStructure.TIM_Period = 50 - 1;       //ARR自动重装载寄存器周期的值(定时时间）到设置频率后产生个更新或者中断(也是说定时时间到)
TIM_TimeBaseStructure.TIM_Prescaler = 16800 - 1;//PSC时钟预分频数例如：时钟频率=TIM1CLK/(时钟预分频+1)
TIM_TimeBaseStructure.TIM_ClockDivision = 0x0;    //CR1->CKD时间分割值
TIM_TimeBaseStructure.TIM_CounterMode = TIM_CounterMode_Up;    //CR1->CMS和DIR定时器模式向上计数
TIM_TimeBaseStructure.TIM_RepetitionCounter = 0x0000; /* TIM1 和 TIM8 必须设置 */
TIM_TimeBaseInit(TIM1, &TIM_TimeBaseStructure);

/**************ADC1的触发***********************************************/
TIM_OCInitStructure.TIM_OCMode = TIM_OCMode_PWM1;
TIM_OCInitStructure.TIM_OutputState = TIM_OutputState_Enable;
TIM_OCInitStructure.TIM_Pulse = TIM_TimeBaseStructure.TIM_Period - 1;
TIM_OCInitStructure.TIM_OCPolarity = TIM_OCPolarity_Low;
TIM_OCInitStructure.TIM_OutputNState = TIM_OutputNState_Enable;    /* only for TIM1 and TIM8. 此处和正相引脚不同 */
TIM_OCInitStructure.TIM_OCNPolarity = TIM_OCNPolarity_High;    /* only for TIM1 and TIM8. */
TIM_OCInitStructure.TIM_OCIdleState = TIM_OCIdleState_Reset;    /* only for TIM1 and TIM8. */
TIM_OCInitStructure.TIM_OCNIdleState = TIM_OCNIdleState_Reset;    /* only for TIM1 and TIM8. */
TIM_OC1Init(TIM1, &TIM_OCInitStructure);
//TIM_OC1PreloadConfig(TIM1, TIM_OCPreload_Enable); //CMR2 设置预装载使能更新事件产生时写入有效
//TIM_ARRPreloadConfig(TIM1, ENABLE);       //CR1设置ARR自动重装更新事件产生时写入有效
TIM_Cmd(TIM1, ENABLE);
TIM_CtrlPWMOutputs(TIM1, ENABLE); //使能PWM 输出
}

zqy 发表于 2023-9-21 00:21:28

我把定时器分频变成
TIM_TimeBaseStructure.TIM_Period =100 - 1; //ARR自动重装载寄存器周期的值(定时时间）到设置频率后产生个更新或者中断(也是说定时时间到)
TIM_TimeBaseStructure.TIM_Prescaler = 16800 - 1;       //PSC时钟预分频数例如：时钟频率=TIM1CLK/(时钟预分频+1)
这样就可以了，但是这么一算timehclk有336000000M主频，我用的8M外部晶振PLL设置如下
#if defined(STM32F40_41xxx) || defined(STM32F427_437xx) || defined(STM32F429_439xx) || defined(STM32F401xx)
/* PLL_VCO = (HSE_VALUE or HSI_VALUE / PLL_M) * PLL_N */
#define PLL_M    8
#elif defined (STM32F446xx)
#define PLL_M    8
#elif defined (STM32F411xE)

#if defined(USE_HSE_BYPASS)
#define PLL_M    8
#else
#define PLL_M    16
#endif /* USE_HSE_BYPASS */

#endif /* STM32F40_41xxx || STM32F427_437xx || STM32F429_439xx || STM32F401xx */

/* USB OTG FS, SDIO and RNG Clock =PLL_VCO / PLLQ */
#define PLL_Q    7

#if defined(STM32F446xx)
/* PLL division factor for I2S, SAI, SYSTEM and SPDIF: Clock =PLL_VCO / PLLR */
#define PLL_R    7
#endif /* STM32F446xx */

#if defined(STM32F40_41xxx) || defined(STM32F427_437xx) || defined(STM32F429_439xx) || defined(STM32F446xx)
#define PLL_N    336
/* SYSCLK = PLL_VCO / PLL_P */
#define PLL_P    2
#endif /* STM32F40_41xxx || STM32F427_437x || STM32F429_439xx || STM32F446xx */

#if defined(STM32F401xx)
#define PLL_N    336
/* SYSCLK = PLL_VCO / PLL_P */
#define PLL_P    4
#endif /* STM32F401xx */

#if defined(STM32F411xE)
#define PLL_N    400
/* SYSCLK = PLL_VCO / PLL_P */
#define PLL_P    4
#endif /* STM32F411xx */
晶振设置
#if defined(STM32F40_41xxx) || defined(STM32F427_437xx)|| defined(STM32F429_439xx) || defined(STM32F401xx)|| defined(STM32F411xE)
#if !defined(HSE_VALUE)
#define HSE_VALUE ((uint32_t)8000000) /*!< Value of the External oscillator in Hz */
感觉是时钟没有配置对，但是又不知道那不对

zqy 发表于 2023-9-21 00:26:08

将定时器设置为
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
就可以了，但是这样一算定时器主频就有336 000 000Hz了
我用的外部晶振8M的
data:image/png;base64,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
PLL设置为
data:image/png;base64,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
感觉是时钟没有配置对，但是又不知道哪里错了

eric2013 发表于 2023-9-21 08:44:56

看下ndtr寄存器，dma传输点数对吧，点数对就是定时器触发时间不准

zqy 发表于 2023-9-21 10:04:06

是我脑子的问题，我开起了两通道，1024个数据就是转换512次，200Hz，512次就是2.56秒

eric2013 发表于 2023-9-23 07:44:12

zqy 发表于 2023-9-21 10:04
是我脑子的问题，我开起了两通道，1024个数据就是转换512次，200Hz，512次就是2.56秒

有始有终，谢谢分享问题原因。

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硬汉嵌入式论坛's Archiver

STM32F4 使用定时器1触发ADC1采样频率200Hz+DMA双缓存中断，为什么取了1024个数据，前后两次进入DMA中断的时间间隔只有2秒左右