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芯圣MCU编译CRC报错
使用芯圣MCU编译CRC报错[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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***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[/img]
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N32G452BOOT编程命令用的是哪个CRC
待校验的数据长度是16的倍数且所有字节都相同,能够通过CRC-MPEG-2校验,但是待校验的数据不是相同的字节就校验失败。例如待校验的数据是16个字节的0x12,校验能通过,待校验的数据是15个字节的0x12+1个字节的0xFF,校验失败。谁知道该芯片用的哪个CRC配置吗
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AT32L021的CRC如何计算uint8
我认真阅读了CRC的用户手册以及BSP库,还有官方提供的例程,提从了32bit的CRC计算方式,但是我现在使用sht3x,他的CRC是计算两个8bit的CRC,我看到CRC_CTRL中寄存器的POLY_SIZE位,可以设置8位,是不是也可以通过设置来计算buint8的CRC
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GD32F303 SPI DMA 条件下如何配置8位的CRC
如题 GD32F303 SPI DMA 条件下如何配置8位的CRC,我的配置如下 void Spi1_init() { spi_parameter_struct spi_init_struct; /* deinitilize SPI and the parameters */ spi_i2s_deinit(SPI1); spi_struct_para_init(&spi_init_struct); rcu_periph_clock_enable(RCU_GPIOB); rcu_periph_clock_enable(RCU_SPI1); rcu_periph_clock_enable(RCU_AF); /* configure SPI1 GPIO: NSS/PB12, SCK/PB13, MISO/PB14, MOSI/PB15 */ gpio_init(GPIOB, GPIO_MODE_AF_PP, GPIO_OSPEED_MAX, GPIO_PIN_13 | GPIO_PIN_15); /* SPI1 GPIO config: SCK/PB13, MOSI/PB15 */ gpio_init(GPIOB, GPIO_MODE_IN_FLOATING, GPIO_OSPEED_MAX, GPIO_PIN_14); /* SPI1 GPIO config: MISO/PB14 */ gpio_init(GPIOB, GPIO_MODE_OUT_PP, GPIO_OSPEED_MAX, GPIO_PIN_12); /* PB12 as CS */ SPI1_CS_H; spi_init_struct.trans_mode = SPI_TRANSMODE_FULLDUPLEX; spi_init_struct.device_mode = SPI_MASTER; spi_init_struct.frame_size = SPI_FRAMESIZE_8BIT; spi_init_struct.clock_polarity_phase = SPI_CK_PL_LOW_PH_1EDGE;// SPI 接口逻辑在时钟极性 (CPOL) = 0 和时钟相位 (CPHA) = 0 的情况下运行 spi_init_struct.nss = SPI_NSS_SOFT; //注意 SPI_NSS_HARD是指外部的CS 也就是说对从机有效 主机应该使用SPI_NSS_SOFT spi_init_struct.prescale = SPI_PSC_32; spi_init_struct.endian = SPI_ENDIAN_MSB;//大端 spi_init(SPI1,&spi_init_struct); /* set crc polynomial */ spi_crc_polynomial_set(SPI1,7); spi_crc_on(SPI1); /* enable SPI1 */ spi_enable(SPI1); } 我使用了,可是实际上示波器没有监测到下发的正常校验结果 spi_crc_polynomial_set(SPI1,7); spi_crc_on(SPI1); 发送数据填充 { Afex->Spi_Txbuf[0] = Afex->Aevaddr; Afex->Spi_Txbuf[1] = 0xFF; //Afex->Spi_Txbuf[2] = CRC8(Afex->Spi_Txbuf, 2); AFE1_CS_L; SPI1_TransmitReceiveDma(Afex->Spi_Txbuf, Afex->Afe_Rxbuf, 2); AFE1_CS_H; } //DMA数据填充和发送使能等这里用了个信号量阻塞 uint8_t SPI1_TransmitReceiveDma(const uint8_t * data_tx, uint8_t * data_rx,const uint8_t length) { uint8_t result = 0; taskENTER_CRITICAL(); dma_memory_address_config(DMA0,DMA_CH4,(uint32_t)data_tx); dma_transfer_number_config(DMA0,DMA_CH4,length); dma_memory_address_config(DMA0,DMA_CH3,(uint32_t)data_rx); dma_transfer_number_config(DMA0,DMA_CH3,length+1); spi_enable(SPI1); dma_channel_enable(DMA0, DMA_CH4); dma_channel_enable(DMA0, DMA_CH3); /* 使能 DMA 数据流 */ spi_dma_enable(SPI1, SPI_DMA_TRANSMIT); spi_dma_enable(SPI1, SPI_DMA_RECEIVE); /* 使能 SPI DMA 请求 */ taskEXIT_CRITICAL(); result = (xSemaphoreTake(spi1_txComplete, 50) == pdTRUE) && (xSemaphoreTake(spi1_rxComplete, 50) == pdTRUE); /* 等待传输完成 */ taskENTER_CRITICAL(); spi_disable(SPI1); taskEXIT_CRITICAL(); return result; } //中断监测函数监测到发送或接收完毕后释放信号量接触发送现场阻塞 void spi1TxDmaIsr(void) { if(dma_interrupt_flag_get(DMA0,DMA_CH4,DMA_INT_FLAG_FTF)){ dma_interrupt_flag_clear(DMA0, DMA_CH4, DMA_INT_FLAG_G); /* 清除中断标志位 */ portBASE_TYPE xHigherPriorityTaskWoken = pdFALSE; // dma_interrupt_disable(DMA0, DMA_CH4, DMA_INT_FTF); dma_flag_clear(DMA0, DMA_CH4, DMA_FLAG_FTF); /*停止并清除 DMA 数据流 */ spi_dma_disable(SPI1, SPI_DMA_TRANSMIT); /* 关闭 SPI DMA 请求 */ dma_channel_disable(DMA0, DMA_CH4); /* 关闭数据流 */ xSemaphoreGiveFromISR(spi1_txComplete, &xHigherPriorityTaskWoken); /* 释放信号量 */ portYIELD_FROM_ISR(xHigherPriorityTaskWoken); } } void spi1RxDmaIsr(void) { if(dma_interrupt_flag_get(DMA0,DMA_CH3,DMA_INT_FLAG_FTF)){ dma_interrupt_flag_clear(DMA0, DMA_CH3, DMA_INT_FLAG_G); /* 清除中断标志位 */ portBASE_TYPE xHigherPriorityTaskWoken = pdFALSE; // dma_interrupt_disable(DMA0, DMA_CH3, DMA_INT_FTF); dma_flag_clear(DMA0, DMA_CH3, DMA_FLAG_FTF); /* 停止并清除 DMA 数据流 */ spi_dma_disable(SPI1, SPI_DMA_RECEIVE); /* 关闭 SPI DMA 请求 */ dma_channel_disable(DMA0, DMA_CH3); /* 关闭数据流 */ xSemaphoreGiveFromISR(spi1_rxComplete, &xHigherPriorityTaskWoken); /* 释放信号量 */ portYIELD_FROM_ISR(xHigherPriorityTaskWoken); } } 以上是SPI 驱动收发相关的配置,实际上并没有发出正确的校验值。 认为硬件crc会自动填充一位8bit数据到末尾的缓存区,官方文档对此说明很少。
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把PA7复用开漏输出_复用推挽输出.....AT32F421位带操作怎么写? 赏100家园币
[size=4][b]以下这两句是STM32F103的代码,把这两句改成AT32F421的代码,怎么写?[/b][/size] #define SPI_TX_OFF {GPIOA->CRL&=0x0FFFFFFF;GPIOA->CRL|=0xF0000000;} //把PA7(MOSI)复用开漏输出 #define SPI_TX_ON {GPIOA->CRL&=0x0FFFFFFF;GPIOA->CRL|=0xB0000000;} //把PA7(MOSI)复用推挽输出
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AT32F421 SPI CRC怎么配置? 赏100家园币
[color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]请教一下各位大佬 ,AT32F421的 SPI CRC怎么配置?[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]下面这句这个是STM32的,改成AT32F421的怎么改?[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]SPI_InitStructure.SPI_CRCPolynomial = 7;[/size][/font][/backcolor][/color]
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大神们,谁知道GD32F303的CRC32的算法代码
GD32F303CCT6与PC通讯,打算使用GD32F303CCT6自带的硬件CRC对数据块校验,PC端对应的算法是怎样的?
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GD32E505计算16位CRC不对啊 sos
#define CRC_INITIAL_VALUE 0x0000 #define CRC_POLY_VALUE 0x1021 #define CRC_SET_CONTROL_REG CRC_CTLR = 0x09 // 输出数据不翻转,输入数据不翻转, 16位, 复位
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