AI8h1k28用PWM 输出 到电感,做1个充电器,代码怎么写
做个镍氢,或3.6铁锂充电器。打开P02(G2) 输出PWM, P10 (B)读取电池 电压的一般, P13( BI ) 读取电流 在0.1A ~0.2A 对应BI =0.1v~0.2v , 应该怎么做??
为了制作一个简单的镍氢电池充电器或36铁锂电池充电器,可以按照以下步骤进行设计。以下代码适用于使用STM32微控制器(如STM32F103、STM32F105)来实现PWM输出和电池读取功能。
代码设计思路
1. 定时器配置:使用STM32的定时器来控制PWM输出,如使用PR0或PR1作为PWM驱动模块。
2. 电池读取模块:使用DAC模块(如P10-TR0或TR1)来读取电池的电压和电流数据。
3. 电源管理:使用DC-DC转换器来确保电池电压稳定,避免过电压或过电流问题。
4. 主程序:设置定时器以执行读取和输出操作,确保定时周期和频率符合要求。
代码示例
1. 基本电路设计
以下代码适用于使用STM32F103或F105微控制器来实现镍氢或36铁锂电池充电器。代码中假设使用P02-PR0和P10-TR0作为驱动和读取模块。
c
// 电源管理模块
void init电源() {
PORTD = 0; // 高电平
PORTA = 1; // 较高电平
PORTB = 0; // 较低电平
PORTC = 0; // 低电平
// 可选:使用PWM控制模块
}
// 输出模块
void output PWM() {
while(1) {
ifPORTA(1) { // 高电平
TR0 = 0; // 不读取
P02-PR0 = 0x00; // 低电平
P02-PR1 = 0x00; // 高电平
} else ifPORTB(1) { // 低电平
TR0 = 1; // 读取
P02-PR0 = 0x80; // 高电平
P02-PR1 = 0x00; // 低电平
}
}
}
// 读取模块
void read voltage() {
while(1) {
PORTA = 1; // 高电平
PORTB = 0; // 较低电平
PORTC = 0; // 低电平
if PORTA(1) { // 高电平
P10-TR0 = 0x00; // 不读取
} else if PORTB(1) { // 低电平
P10-TR0 = 0x80; // 读取
break;
}
}
}
// 主程序
void main() {
while(1) {
// 读取电压数据
read voltage();
// 输出PWM信号
output PWM();
// 可选:根据电压范围调整定时器输出
// 例如,电压01V~02V对应BI=01v~02v
// 可根据具体需求调整定时周期和频率
}
}
注意事项
1. 定时器配置:根据STM32F103或F105的定时器类型(如PR0、PR1)调整输出信号。
2. 电压范围:根据镍氢或36铁锂电池的电压范围进行调整。例如,镍氢电池电压通常在3.7V~4.2V,36FeLi电池电压通常在2.4V~2.9V。
3. 电源管理:使用DC-DC转换器确保电池电压稳定,避免过电压问题。
4. 调试:可以通过使用示波器查看电压和电流数据,确保读取和输出模块正常工作。
示例代码
以下代码为一个简单的示例,适用于使用STM32F103或F105微控制器来制作镍氢或36铁锂电池充电器。
c
// 路灯电路
P02-PR0 = 0x00; // 低电平
P02-PR1 = 0x00; // 高电平
P10-TR0 = 0x00; // 低电平
P10-TR1 = 0x00; // 高电平
// 输出模块
output PWM();
// 读取模块
read voltage();
// 可选:根据电压范围调整定时器输出
while(1) {
if(PORTA(1)) {
P02-PR0 = 0x80; // 高电平
P02-PR1 = 0x00; // 低电平
} else if(PORTB(1)) {
P02-PR0 = 0x00; // 低电平
P02-PR1 = 0x80; // 高电平
}
}
总结
以上代码为一个简单的示例,可以进一步根据具体需求调整定时器频率、电压范围和输出信号。确保电路设计符合镍氢或36铁锂电池的规格和应用要求。
[本文内容由国芯人工智能辅助生成,仅供参考] 只是GPIO和ADC操作?参考实验箱例程:
https://www.stcaimcu.com/data/download/DemoCode/STC8H8K64U-DEMO-CODE-V9.6.zip
测电压要对地接一个0.1uF电容,采样电流后要经过RC(3K+0.1uF)再到ADC。
使用PID控制PWM,根据给定的电流值和电压值,计算误差和积分,控制PWM。
电流优先,一旦到达设定的电流值,就要通过PID计算减小PWM,达到恒流目的,此为恒流充电阶段。
电流小于设定值,就用电压来计算PID,控制PWM从而稳压在设定的电压值,此为恒压充电阶段。
电流小于一定值(比如设定恒流值的1/10),则充电结束。 打开P02的 PWM7_3 频率50KHZ 要怎么写, 看不明白 说明书, 写的太复杂。
hww22 发表于 2025-6-7 08:54
打开P02的 PWM7_3 频率50KHZ 要怎么写, 看不明白 说明书, 写的太复杂。
STC8H系列-高级PWM范例程序下载,2024/1/3 更新
https://www.stcaimcu.com/thread-1779-1-1.html
(出处: 国芯技术交流网站) 刚测,正常输出可调PWM,ARR和CCR采用预装载方式,在使用中可随时改变,寄存器初始化可参照设置。采用的STC8H1K28,P2.7脚输出(PWM4N)
P_SW2 |= 0x80; //开启P_SW2寄存器1000 0000
PWMA_CCER2 = 0x00; //写CCMRx前必须先清零CCERx关闭通道
PWMA_CCMR4 = 0x68; //设置CC4为PWM输出模式,开启预装载CCR4 0110 1000
//PWMA_CCMR4 = 0x78; //设置CC4为PWM输出模式,开启预装载CCR4 0111 1000(负极性输出)
PWMA_CCER2 = 0x40; //0100 0000单独使能CC4N通道(不开CC4P),输出高电平
PWMA_CCR4 = 2500; //设置占空比时间
PWMA_ARR = 5000; //设置周期时间
PWMA_PS = 0x40; //PWM4N在P2.7输出0100 0000
PWMA_ENO = 0x80; //使能PWM4N端口输出1000 0000
PWMA_BKR = 0x80; //使能主输出1000 0000
PWMA_CR1 = 0x81; //开始计时 1000 0001开启自动预装载PWMA_ARR
如果改到打开P02(G2) 输出PWM7_3 ,要怎么改。 #define PWM7P_OUT_EN() PWMB_ENO |= 0x10 /* 使能 PWM7P 输出 */
函数名 u8 PWM_Configuration(PWM7, PWMx_InitDefine *PWMx)
typedef struct
{
CCMRn_PWM_MODE1; //u8 PWM_Mode; //模式,
5000;//u16 PWM_Period; //周期时间, 0~65535
2500;//'u16 PWM_Duty; //占空比时间, 0~Period
0;//u8 PWM_DeadTime; //死区发生器设置, 0~255
// u8 PWM_Reload; //输出比较的预装载使能, ENABLE,DISABLE
// u8 PWM_Fast; //输出比较快速功能使能, ENABLE,DISABLE
// u8 PWM_PreLoad; //预装载, ENABLE,DISABLE
// u8 PWM_BrakeEnable; //刹车输入使能,ENABLE,DISABLE
ENO7P;//u8 PWM_EnoSelect; //输出通道选择, ENO1P,ENO1N,ENO2P,ENO2N,ENO3P,ENO3N,ENO4P,ENO4N / ENO5P,ENO6P,ENO7P,ENO8P
u8 PWM_CEN_Enable; //使能计数器, ENABLE,DISABLE
ENABLE;// u8 PWM_MainOutEnable;//主输出使能,ENABLE,DISABLE
} PWMx_InitDefine;
void UpdatePwm(PWM7, PWMx_Duty *PWMx);
typedef struct
{
;//u16 PWM1_Duty; //PWM1占空比时间, 0~Period
;//u16 PWM2_Duty; //PWM2占空比时间, 0~Period
;//u16 PWM3_Duty; //PWM3占空比时间, 0~Period
;//u16 PWM4_Duty; //PWM4占空比时间, 0~Period
;//u16 PWM5_Duty; //PWM5占空比时间, 0~Period
;//u16 PWM6_Duty; //PWM6占空比时间, 0~Period
;//u16 PWM7_Duty; //PWM7占空比时间, 0~Period
;//u16 PWM8_Duty; //PWM8占空比时间, 0~Period
} PWMx_Duty; hww22 发表于 2025-6-17 14:27
刚测,正常输出可调PWM,ARR和CCR采用预装载方式,在使用中可随时改变,寄存器初始化可参照设置。采用的ST ...
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
有个疑问, P02 如果正常输出 PWM信号,P22=P02; 这个语句,成立? P22也几乎同步输出一样信号?????????????????
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