问答

如下图，CS提前拉高了， [img]data:image/png;base64,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**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***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**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**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[/img]给M0P_SPI1->DATA写入后必须加些延时才行，只判断SpiTxe为空不可靠，代码要这样加延时： static void LCD_SPI_Send(uint8_t *data, uint32_t size) { uint32_t i; M0P_SPI1->SSN = FALSE; for(i = 0; iDATA = data[i]; __NOP(); __NOP(); __NOP(); __NOP(); delay100us(2); while(Spi_GetStatus(M0P_SPI1, SpiTxe) == FALSE){}; } M0P_SPI1->SSN = TRUE; } 是芯片的bug吗。。。

[color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]要求用中断的方式收发数据，用printf发送数据[/size][/font][/backcolor][/color]

要求用中断的方式收发数据，用printf发送数据