【APM32E103xE测评】+串口使用
本帖最后由 夜声 于 2022-5-16 14:56 编辑一，开发板开箱以及接线
本次测评的开发板来自于大掌柜的厚爱，让我有这次测评的机会，在这里谢谢大掌柜。本次的主控芯片为APM32E103ZET6，可以理解为APM32F103ZET6的加强版，在主频上有所提升。工作频率为120MHZ，Flash为512KB,SRAM为128KB，板载的是TYPE-B接口和标准JTAG/SWD调试接口。刚接触这个芯片，还不了解，所以首先第一步是要把资料找齐。这里是官网链接https://www.geehy.com/
下载这个板子的资料到自己的电脑，这里官网没有进行打包，所以自己整理一下就可以。
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***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**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***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**YBEAABEAABEAABEACB9hCA+G/PWsFSEAABEAABEAABEAABEKhFAOK/Fj5cDAIgAAIgAAIgAAIgAALtIQDx3561gqUgAAIgAAIgAAIgAAIgUIsAxH8t**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
打开板子原理图，查看SWD下载接口，本次采用ST-LINK和USB转TTL进行开发板的调试。由于我没有TYPE-B的USB线，所以供电使用ST-LINK上带的电源供电即可。
二、程序修改打开SDK中的USART程序代码，我对GPIO， USART进行了封装，并在USART中增加了printf函数，方便调试。
对串口函数进行封装#include "usart.h"
#include "stdio.h"
#define USART_REC_LEN 200
unsigned short USART_RX_BUF;//接收数组
unsigned short USART_RX_STA=0; //接收状态标志位
#if 1
#pragma import(__use_no_semihosting)
//标准库需要的支持函数
struct __FILE
{
int handle;
};
FILE __stdout;
//定义_sys_exit()以避免使用半主机模式
_sys_exit(int x)
{
x = x;
}
//重定义fputc函数
int fputc(int ch, FILE *f)
{
//sts 状态寄存器
//DATA 数据寄存器
while((USART1->STS&0X40)==0);//循环发送,直到发送完毕
USART1->DATA = (u8) ch;
return ch;
}
#endif
void usart_init(unsigned intbound)
{
GPIO_Config_T gpio_config;
USART_Config_T usart_config;
RCM_EnableAPB2PeriphClock( RCM_APB2_PERIPH_GPIOA);
RCM_EnableAPB2PeriphClock( RCM_APB2_PERIPH_USART1);
//TX
gpio_config.mode = GPIO_MODE_AF_PP;
gpio_config.pin = GPIO_PIN_9;
gpio_config.speed = GPIO_SPEED_50MHz;
GPIO_Config(GPIOA, &gpio_config);
//RX
gpio_config.mode = GPIO_MODE_IN_FLOATING;
gpio_config.pin = GPIO_PIN_10;
GPIO_Config(GPIOA, &gpio_config);
usart_config.baudRate = bound;
usart_config.wordLength = USART_WORD_LEN_8B;
usart_config.stopBits = USART_STOP_BIT_1;
usart_config.parity = USART_PARITY_NONE ;
usart_config.mode = USART_MODE_TX_RX;
usart_config.hardwareFlow = USART_HARDWARE_FLOW_NONE;
USART_Config(USART1, &usart_config);
NVIC_EnableIRQRequest(USART1_IRQn, 2,3);
USART_Enable(USART1);
USART_EnableInterrupt(USART1, USART_INT_RXBNE);
}
void USART1_IRQHandler (void)
{
u8 Res;
if(USART_ReadIntFlag(USART1, USART_INT_RXBNE) != RESET)//接收中断(接收到的数据必须是0x0d 0x0a结尾)
{
Res =USART_RxData(USART1); //读取接收到的数据
if((USART_RX_STA&0x8000)==0)//接收未完成
{
if(USART_RX_STA&0x4000)//接收到了0x0d
{
if(Res!=0x0a)USART_RX_STA=0;//接收错误,重新开始
else USART_RX_STA|=0x8000; //接收完成了
}
else //还没收到0X0D
{
if(Res==0x0d)USART_RX_STA|=0x4000;
else
{
USART_RX_BUF=Res ;
USART_RX_STA++;
if(USART_RX_STA>(USART_REC_LEN-1))USART_RX_STA=0;//接收数据错误,重新开始接收
}
}
}
}
}
//usart.h文件
#ifndef _usart_h
#define _usart_h
#include "apm32e10x_usart.h"
#include "apm32e10x_gpio.h"
#include "apm32e10x_rcm.h"
#include "apm32e10x_misc.h"
void usart_init(unsigned intbound);
#endif 主函数：/***********************************************************************/
//主函数
#include "apm32e10x.h"
#include "led.h"
#include "adc.h"
#include "usart.h"
#include "delay.h"
#include "sys.h"
#include "usart.h"
#include "stdio.h"
int main(void)
{
rcc_config();
nvic_config();
led_init();
adc_init();
usart_init(115200);
while (1)
{
led_on;
delay_ms(200);
led_off;
delay_ms(200);
printf("hello world \r\n");
}
}结果：data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF4AAAAYCAYAAABz00ofAAAFVElEQVRoQ+1YaWxUVRT+ag0t2BbUlqUFqpGUEimEIKKQWCqRlrXLLxDiFiUmJi5Ro380o+IS9y0uuOPU6A9TBZeyJFKgDKh1CRgFCtbSYSkUQRhoWf2OZ27nTfumM6/zREzeSSadee+ce8/9zr3fd09TcnJyzvj9fgQCAfh8Pnh2dhBIsQK/6Ckf+l6kEx87AJxsTzyJ89PRGStRHYeB4/wYk3HFR+zMKSC0j39PJz7+f+HZ92LmnKYzn2bOR3vIOS0T6MNPPD+zjijgl9T7UPG+vvrsRmDHqsSXe9k0oPy9iH/gOSDwfOR35RLg0qn6+8geoLpMwT+XrcoPXFKiGR4OAv7p3JBt9hlPfgCYeGd8P1vgn3ndhxEEpPQFAn8DsPWLxGHJGATkXqn+xQ8x9kug7pFIfB7fXUAf+TvuZmDxFVqAc9nyJjLngcDQq4AxCzRn2fV2ll0IjCVmRfN79rMFXjg+MxdY+D2wbKEz4K3JzFsG7OIYVuDN+5FzgJmv/T+ANzkXVgJlL8YHdFSVbtqeCuQB7+ConVXgVz2oHC8CK0JrNauQ2olwMjveiLDdvHZYSS5p/ZUC0gcAp05Q4Pgxz4yAR+VMnj7ZoWLfeZngs9Q+9gIZD3gjwiOoAcUPJ7njU6nmsvgdK8n3N0Uv2SqkdiKcDPBGhLcvBz6/Jf62FE26dpEKXynFfHcDsP83oOQxCjifHd2vY4jfnHf0ew35+vdvuj/LnUCBvEsFsnpGJDYe8FXVFOEpWsjjR5IE/oe3geB3QP/hFEQmtPwe7vw/KR7XU2yuBravCC+oFGheB2z+OAJSb4Dvlw1MI3DBDcChncCAfGDIeJ23/WDsAhRWANNf0cWWvwu0ML51E5+9rM9CrSp4IpCdObMIf9Txs4bgS8HIy20s1ravWLgfueGO8d1anh6eCrFYwPfLIfcztrke+KsFGEZcXBPXgtnArDfCYrgbmOIDRs8FNoWBLprH7x9FC2lvgM8aCtzGQi+9lQDwRjSyHJjxahi8vbGBl9vE5cxHbAw3hQDQREA7DgENi4ETIe7+R4GBRcAnFEmx+QR453pgDU9K1jC9TMjJFn8pRleLBbxsSomt4W2msRZwVVztgB9/O28t30bSE+CT3fG9BV6ykFgB4GATeZ6N2r5fIiDL+0SAFzpt/Nq+wP868NK5Zo8CFrB6K+8Hfq1R7pr9ljY8wp0T7uB9nUd4xb2RJKVLFUEzQlXxAbD3Z22gTJcqwiccKPow9clIA2U63Iwh3Ilc+LrH9ejmFwOTOIdwd6y7s8nAAC+aIJRi3d3iM4lrGTyOa7pPI8peUnpseJO+o3Xe2ruBLUu7dNvhzlX0QYpnGiiTc2YesWLsavYrLQGlrRJ+F78DW1XAY1m3zrXyQzYN5Nt2HtW1T5D7OMBcFiBEkRJRatkIFMwkH7MzNSZdauvmSOcqBZBCSIKmSxV/6VwF/HTeQmQ8Kcr6Z4EN5MmUVJ23jHw9fLJycC35vac2PVHgpZ0vmAVcx7nEaimgjRRvmUc6deHqdupXHQV5I4tizHSu1puT3JLqn1a/85izxAoliu5Z/T4lBTetThB46VylszTWtkULYJ4FSS8h8q21SxVf8RNONZ2rdTq5GTWTNweN1c61q0msFNeY6XClYLvI+YmYLDj/GmDPTzx1F/JKmNU9NmMw8+MlQSzIzSOia332zzp4otu2WXIJd67dck7Az8wRK/+oHe/9dzKRMrvj4wHvDo6OR/GAdwyZOwEe8O7g6HgUD3jHkLkT4AHvDo6OR/GAdwyZOwEe8O7g6HgUD3jHkLkT4AHvDo6OR/kbDRr8HyIbQlsAAAAASUVORK5CYII=printf打印函数使用成功。
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