HC32L19Xuart_dma例程问题
本帖最后由 youngyang0214 于 2022-5-29 18:08 编辑例程直接编译仿真跑起来,为什么会出现如图的情况data:image/png;base64,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
萌新求解答 问题解决了,奇偶校验的问题
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