liyangzmx 发表于 2020-8-30 16:23:51

STM32CubeIDE生成STM32F4Discovery的RTOS工程无法运行

遇到问题的步骤:
1. 打开STM32CubeIDE, 然后新建STM32工程
2. 选择板子, 型号为:STM32F407-DISC1, 然后命名为: test407
3. 在test407.ioc中, 配置Midleware中, 使能RTOS, 并配置接口为CMSIS V2, 然后保存生成代码
4. 启动编译/调试选项, 此时选择调试其为: stlink-v2, 然后第一次断点停止在: HAL_Init(), 第二次停止在: HardFault_Handler()
5. 截图如下:
data:image/png;base64,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
请问需要做什么额外的配置么? ioc的其它选项我没有修改过.
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查看完整版本: STM32CubeIDE生成STM32F4Discovery的RTOS工程无法运行