[ LKS32MC037E开发板评测 ]+ LKS32MC037E点灯
初篇先来个点灯,这个是可以在MDK开发,就不搭环境了,基本都会。开发环境:KEIL4
工具:一个LED模块,一个LKS32MC037E开发板,一个烧录器+串口。
目的:测评环境搭建,GPIO的使用,查看程序是否跑起来,能不能成功点亮灯,并闪烁。
GPIO:P0_8,MCU5脚。
1、资料
框图:
寄存器:
2.原理图
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
3.照片:
4.代码:
主函数
LED1_TOGGLE; //翻转
初始化:
void GPIO0_init(void)
{
GPIO_InitTypeDef GPIO_InitStruct;
GPIO_StructInit(&GPIO_InitStruct); //
GPIO_InitStruct.GPIO_Mode = GPIO_Mode_OUT;//
GPIO_InitStruct.GPIO_Pin = GPIO_Pin_8; //GPIO8
GPIO_InitStruct.GPIO_PuPd = GPIO_PuPd_NOPULL; //
GPIO_Init(GPIO0, &GPIO_InitStruct);
GPIO_ResetBits(GPIO0, GPIO_Pin_8); //GPIO8 P0_8
}
void LED_Toggle(GPIO_TypeDef* GPIOx, uint16_t pin)
{
GPIO_Write(GPIOx, pin);;
}
void GPIO_Pin_Toggle(GPIO_TypeDef* GPIOx, uint16_t pin)
{
GPIOx->PDO ^= pin;
}
定义:
#define LED1_GPIO_PORT GPIO0 /* GPIO port */
#define LED1_GPIO_CLK RCC_AHB_PERIPH_GPIO0/* GPIO port clock */
#define LED1_GPIO_PIN GPIO_Pin_8
#define LED1_ON {LED1_GPIO_PORT->BSRR = LED1_GPIO_PIN;}
#define LED1_OFF {LED1_GPIO_PORT->BRR = LED1_GPIO_PIN;}
#define LED1_TOGGLE {LED1_GPIO_PORT->PDO ^= LED1_GPIO_PIN;}
5.视频:
LKS32MC037E的性能怎么样? 这个LED反转速度是多少? zerorobert 发表于 2023-1-21 16:12
LKS32MC037E的性能怎么样?
现在只试了灯,年后进行下一步,看看电机性能怎么样 claretttt 发表于 2023-1-21 17:47
这个LED反转速度是多少?
{:sad:}
页:
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