1.1 外设驱动层框图
外设驱动层主要负责APM32F035芯片的外设驱动函数及配置,主要涉略包括GPIO、PWM、ADC、OPA、COMP、M0CP协处理器等,具体如下图所示。
图1-1 外设驱动层
1.2 顶层外设配置
1.2.1 PWM输出配置
void Drv_Pwm_Init(uint16_t u16_Period,uint16_t u16_DeadTime)
PWM通用配置如下所示:
设置PWM clock分频为1分频,选用中心对齐模式2,设置重复计数器为1;如下图所示。
图1-2 PWM通用配置
图1-3中心对齐模式选择
PWM输出状态配置
设置PWM上下管输出状态,并使能配置上下管PWM输出有效,
配置使能刹车,配置刹车输入极性,关闭刹车硬件自动恢复;
图1-4 PWM输出状态配置
![](data:image/png;base64,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***SpgLhcf3s8phsrLeaGhDoR8DbG5NadwiPq/3ojdFqSzkCgfgEtN4QHtt96Xnv2245R0VAOUJW4bFJzJNB9tgkAkpANEHuZz/7WV3dhD7VXbzLcLEtnbdOrNPdiiYQ6i4S6+eDH/xgra5bOypt4qDakT2qa+0+//zz1f/93/81/tlYrKi+jdM4WX07T3Y0CZKyi8d5EEB4nIefGSUEVhHw***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***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***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***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)
图1-5PWM2中央对齐模式的时序图
在递增计数时,当TMR1_CNT<TMR1_CCR1时通道1为无效电平,否则为有效电平;
在递减计数时,当TMR1_CNT>TMR1_CCR1时通道1为有效电平,否则为无效电平。
1.2.2 ADC配置
void Drv_Adc_Init(void)
ADC底层配置
采用DMA模式,ADC量化后的数据直接搬运到ADC_ConvertedValue数组中存储,ADC触发条件采用TMR1的CC4作为触发源,开启ADC使能及配置ADC中断优先级及其使能。具体如下图所示。
图1-6 ADC底层配置
1.2.3OPA与COMP底层配置
OPA底层配置
配置OPA底层配置需先配置OPA管脚,先DISABLE运算放大器OPA,配置为使用外部电阻网络,而后再ENABLE。如下图所示;
图1-7 OPA底层配置
COMP底层配置
COMP用于过流异常检测,配置COMP底层配置需先配置COMP管脚,设置COMP输出为接入TMR1的BKIN,设置输出反向,低电平触发TMR1的BKIN,如下图所示;
图1-8 COMP底层配置
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