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STM32+TM1809 LED显示驱动问题,求组
采用的是TIM+DMA的转运方式,高速模式,周期为1.25us,发送的是24*3bit的数据,数据内容全为0xF0,看波形上完全一致,但是,测量DO和其他引脚没有输出,VDD接的5V,有没有大佬知道这是什么原因,教教我[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABcsAAACNCAYAAABorSIAAAAgAElEQVR4Ae19sY4ryZXsePsZY0j+EHiOfHkDLB4gp4011pK9AmQR0D/sgwYCBDprPTx9gRbgL8jWbDuCPoNmPWQVgwxG52Fnnspu3maFMeDJrDhxTiWjs6qja+p+9/33v5j8n9fAGrAGrIEtaeD3019P/z397vtf3tn/72Hk2I9/mn6+8N07drvGv/vrafr5p3+99FDGp9PyH89bm7fr5vXwelgD1oA1YA1YA9aANfCVNSD3y1VP5h5GjrXei//uv6fT5Z69rN+/Tj/9fJr++rvldwLfi39lTX293v/lX/5l+uGHH/yf1+Cb1MB3vsh+vU3F35m/M2vAGlinAbnBrt2gl5***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***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***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***stZi463YW5lvudor8hwOcc6swaeRwO9ZvnhFUb38pT48sT4YigvT4gv/wjmPWP3njGuBvY9nhHH5l5mA395dzib2EsveKf47etQ7h1js7z0iNe7LGv1vlk+v76Feprfb05Pp48476/CYbP8jlHqjfh5NuLsdxnd3PE8x1yH5zlegym5zMXxGt41PNoT+lBOHddwozDa0yjeUTw4d+2zNgaWa3OM45qbwWRyUJ9zOcbxTH9RrnIBp3V1XMP1YiK89hTheJ5j9JbhiXKVCzitq+MarhfTgo/60/kWrhYMzivDrzng0ro6ruEYwzGwWivCtOI4n+PeepzLMfO4p/5rtK4ZryevM8ePwmiv7slmOWvRsX9vijQQ7RUR3vPWkjWwDQ30muU35u/ZwMWT0DDOF7O3mMvX163U/0**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***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