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  • 国民技术N32G452的keil例程下载下来后,编译会报错?

    使用的keil版本5.41,芯片是N32G453CCL7。 首先我推测是路径没包含好,我重新给工程文件包含了文件,但是还是编译报错;然后我修改芯片型号,N32G457QEL7这个是例程默认的芯片型号,改为我现在用的N32G453CCL7依然还是报这个错; 有大佬遇到类似情况,例程下载下来不能用的么? 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***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[/img]

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  • 国民技术N32L40 串口2进不去中断问题

    #define USART5_BL USART2 #define USART5_BL_GPIO GPIOA #define USART5_BL_CLK RCC_APB1_PERIPH_USART2 #define USART5_BL_GPIO_CLK RCC_APB2_PERIPH_GPIOA #define USART5_BL_RxPin GPIO_PIN_3 #define USART5_BL_TxPin GPIO_PIN_2 #define USART5_BL_Rx_GPIO_AF GPIO_AF0_USART2 #define USART5_BL_Tx_GPIO_AF GPIO_AF0_USART2 #define USART_BL_IRQH USART2_IRQn #define GPIO_APBxClkCmd RCC_EnableAPB2PeriphClk #define USART_BL_APBxClkCmd RCC_EnableAPB1PeriphClk //串口2初始化,因为是在串口5上直接改来测试,请不要纠结名字。 void uart5_configuration(void) { GPIO_InitType GPIO_InitStructure; USART_InitType USART_InitStructure; NVIC_InitType NVIC_InitStructure; DMA_InitType DMA_InitStructure_rx; GPIO_InitStruct(&GPIO_InitStructure); /* Enable GPIO clock */ GPIO_APBxClkCmd(USART5_BL_GPIO_CLK, ENABLE); /* Enable USARTx Clock */ USART_BL_APBxClkCmd(USART5_BL_CLK, ENABLE); /* Configure USARTx Tx as alternate function push-pull */ GPIO_InitStructure.Pin = USART5_BL_TxPin; GPIO_InitStructure.GPIO_Mode = GPIO_Mode_AF_PP; GPIO_InitStructure.GPIO_Alternate = USART5_BL_Tx_GPIO_AF; GPIO_InitPeripheral(USART5_BL_GPIO, &GPIO_InitStructure); /* Configure USARTx Rx as alternate function push-pull and pull-up */ GPIO_InitStructure.Pin = USART5_BL_RxPin; // GPIO_InitStructure.GPIO_Pull = GPIO_Mode_Input;//GPIO_Pull_Up; GPIO_InitStructure.GPIO_Mode = GPIO_Mode_Input; GPIO_InitStructure.GPIO_Alternate = USART5_BL_Rx_GPIO_AF; GPIO_InitPeripheral(USART5_BL_GPIO, &GPIO_InitStructure); USART_InitStructure.BaudRate = 9600; USART_InitStructure.WordLength = USART_WL_8B; USART_InitStructure.StopBits = USART_STPB_1; USART_InitStructure.Parity = USART_PE_NO; USART_InitStructure.HardwareFlowControl = USART_HFCTRL_NONE; USART_InitStructure.Mode = USART_MODE_RX | USART_MODE_TX; USART_Init(USART5_BL, &USART_InitStructure); USART_ConfigInt(USART5_BL, USART_INT_RXDNE, ENABLE); //使能串口5接收中断 //USART_ConfigInt(USART5_BL, USART_INT_IDLEF, ENABLE); //使能串口5空闲中断 /* Clear USART send flag */ //USART_ClrFlag(USART5_BL, USART_FLAG_RXDNE); //USART_ClrFlag(USART5_BL, USART_FLAG_IDLEF); NVIC_InitStructure.NVIC_IRQChannel = USART_BL_IRQH; //设置UART5中断 NVIC_InitStructure.NVIC_IRQChannelPreemptionPriority = 0; NVIC_InitStructure.NVIC_IRQChannelSubPriority = 3; NVIC_InitStructure.NVIC_IRQChannelCmd = ENABLE; NVIC_Init(&NVIC_InitStructure); USART_Enable(USART5_BL, ENABLE); } //服务函数,现在中断进不去,而且接收管脚一旦外接GPS模块,电平就很低了。 void USART2_IRQHandler(void) { if (USART_GetIntStatus(USART5_BL, USART_INT_RXDNE) != RESET) { g_uart5_buf[uart5_rcv_cnt++] = USART_ReceiveData(USART5_BL); // USART_ClrFlag(USART5_BL, USART_FLAG_RXDNE); printf("g_uart5_buf rcv: %s len: %d \r\n", g_uart5_buf, g_uart_rec_len); } if (uart5_rcv_cnt >= 200) { uart5_rcv_cnt = 0; printf("uart5 rcv: %s\r\n", g_uart5_buf); } } 问题:请问 是配置的不对吗? 串口5是正常的使用的,但是串口2 PA2-TXD PA3-RXD 就用不起来,有人遇到过吗? ,GPS有3v左右,一接上RXD——PA3引脚就被拉低了.

    单片机 国产芯片 嵌入式 技术交流 串口 技术

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  • 请问研究生电子设计大赛开发板怎么申请 sos

    参加2022兆易杯研电赛,可免费申请电路板,但只提供了邮箱,技术热线不负责该业务.想咨询申请方式,是否直接发邮件就可以.

    开发板 电子设计大赛 技术 电路 电路板 兆易

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