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汇集网友智慧,解决技术难题

21ic问答首页 - TAG - MM32G0001
  • MM32F0144在烧录MM32G0001代码后检测不到JLink

    [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]之前用过MM32G0001在TFT屏幕上面显示东西,后面想移植到MM32F0144上发现屏幕不显示了,就想着直接改了G0001工程的芯片管理然后烧了一下,后面就发现JLink连不上了,用JLINK FLASH连也连不上,该怎么办啊[/size][/font][/backcolor][/color]undefined

    MM32F0144 link MM32G0001 MM32 嵌入式 国产芯片

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  • MM32G0001清除不了空闲中断

    用户手册说读取寄存器后会将标志位清零,但是在中断函数中读取了SR和DR寄存器还是会一直进入空闲中断,一直在发数据。串口发送函数注释掉也没用,应该和发送函数没有关系[img]data:image/png;base64,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***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***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***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***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[/img]

    发送 函数 空闲中断 MM32G0001 MM32 串口空闲中断

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  • MM32G0001A 2个Timer各出1PWM 设置占空比不同 实际结果确一样

    MM32G0001A 使用两个定时器 TIM14和TIM3 各出一路PWM 设置不一样的占空比 但是实际结果确一样 哪里设置有问题吗? void TIM3_Configure(void) { GPIO_InitTypeDef GPIO_InitStruct; TIM_OCInitTypeDef TIM_OCInitStruct; TIM_TimeBaseInitTypeDef TIM_TimeBaseStruct; /* Compute the value to be set in ARR regiter to generate signal frequency at 100 Khz */ uint32_t TimerPeriod = (TIM_GetTIMxClock(TIM3) / 5000 ) - 1; /* Compute CCR1 value to generate a duty cycle at 80% for channel 1 */ uint32_t Channel1Pulse = ((uint32_t)800 * (TimerPeriod - 1)) / 1000; RCC_APB1PeriphClockCmd(RCC_APB1ENR_TIM3, ENABLE); TIM_TimeBaseStructInit(&TIM_TimeBaseStruct); TIM_TimeBaseStruct.TIM_Prescaler = 0; TIM_TimeBaseStruct.TIM_CounterMode = TIM_CounterMode_Up; TIM_TimeBaseStruct.TIM_Period = TimerPeriod; TIM_TimeBaseStruct.TIM_ClockDivision = TIM_CKD_Div1; TIM_TimeBaseStruct.TIM_RepetitionCounter = 0; TIM_TimeBaseInit(TIM3, &TIM_TimeBaseStruct); TIM_OCStructInit(&TIM_OCInitStruct); TIM_OCInitStruct.TIM_OCMode = TIM_OCMode_PWM1; TIM_OCInitStruct.TIM_OutputState = TIM_OutputState_Enable; TIM_OCInitStruct.TIM_Pulse = 0; TIM_OCInitStruct.TIM_OCPolarity = TIM_OCPolarity_High; TIM_OCInitStruct.TIM_OCIdleState = TIM_OCIdleState_Set; TIM_OCInitStruct.TIM_Pulse = Channel1Pulse; TIM_OC1Init(TIM3, &TIM_OCInitStruct); RCC_AHBPeriphClockCmd(RCC_AHBENR_GPIOA, ENABLE); GPIO_PinAFConfig(GPIOA, GPIO_PinSource11, GPIO_AF_3); /* TIM1_CH1 */ GPIO_StructInit(&GPIO_InitStruct); GPIO_InitStruct.GPIO_Pin = GPIO_Pin_11; GPIO_InitStruct.GPIO_Speed = GPIO_Speed_High; GPIO_InitStruct.GPIO_Mode = GPIO_Mode_AF_PP; GPIO_Init(GPIOA, &GPIO_InitStruct); TIM_Cmd(TIM3, ENABLE); TIM_CtrlPWMOutputs(TIM3, ENABLE); } /*********************************************************************************************************************** * @brief * [url=home.php?mod=space&uid=536309]@NOTE[/url] none * @param none * @retval none *********************************************************************************************************************/ void TIM14_Configure(void) { GPIO_InitTypeDef GPIO_InitStruct; TIM_OCInitTypeDef TIM_OCInitStruct; TIM_TimeBaseInitTypeDef TIM_TimeBaseStruct; /* Compute the value to be set in ARR regiter to generate signal frequency at 100 Khz */ uint32_t TimerPeriod = (TIM_GetTIMxClock(TIM14) / 5000 ) - 1; /* Compute CCR1 value to generate a duty cycle at 80% for channel 1 */ uint32_t Channel1Pulse = ((uint32_t)500 * (TimerPeriod - 1)) / 1000; RCC_APB1PeriphClockCmd(RCC_APB1ENR_TIM14, ENABLE); TIM_TimeBaseStructInit(&TIM_TimeBaseStruct); TIM_TimeBaseStruct.TIM_Prescaler = 0; TIM_TimeBaseStruct.TIM_CounterMode = TIM_CounterMode_Up; TIM_TimeBaseStruct.TIM_Period = TimerPeriod; TIM_TimeBaseStruct.TIM_ClockDivision = TIM_CKD_Div1; TIM_TimeBaseStruct.TIM_RepetitionCounter = 0; TIM_TimeBaseInit(TIM14, &TIM_TimeBaseStruct); TIM_OCStructInit(&TIM_OCInitStruct); TIM_OCInitStruct.TIM_OCMode = TIM_OCMode_PWM1; TIM_OCInitStruct.TIM_OutputState = TIM_OutputState_Enable; TIM_OCInitStruct.TIM_Pulse = 0; TIM_OCInitStruct.TIM_OCPolarity = TIM_OCPolarity_High; TIM_OCInitStruct.TIM_OCIdleState = TIM_OCIdleState_Set; TIM_OCInitStruct.TIM_Pulse = Channel1Pulse; TIM_OC1Init(TIM14, &TIM_OCInitStruct); RCC_AHBPeriphClockCmd(RCC_AHBENR_GPIOA, ENABLE); GPIO_PinAFConfig(GPIOA, GPIO_PinSource9, GPIO_AF_3); /* TIM1_CH1 */ GPIO_StructInit(&GPIO_InitStruct); GPIO_InitStruct.GPIO_Pin = GPIO_Pin_9; GPIO_InitStruct.GPIO_Speed = GPIO_Speed_High; GPIO_InitStruct.GPIO_Mode = GPIO_Mode_AF_PP; GPIO_Init(GPIOA, &GPIO_InitStruct); TIM_Cmd(TIM14, ENABLE); TIM_CtrlPWMOutputs(TIM14, ENABLE); }

    ST 1A MM32G0001 占空比 PWM timer

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