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eyesmall

关于HC32F4A0 串口DMA 接收指定数据长度后无法自动重载的问题

[font=Tahoma, Microsoft Yahei, Simsun][color=#444444][backcolor=rgb(242, [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]#define [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]void [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]// [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]// [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]测试效果 249, 253)][size=16px]开始发错板块了，这里重新发一下[/size][/backcolor][/color][/font] 根据官方例程，串口1配置完成后收发正常，如法庖制串口2时，串口2正常，串口1接收异常，接收完预设大小的数据后计数为0，无法重置。目前根据自己理解配置DMA如下[/size][/font][/backcolor][/color][color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px] /* DMA definition */[/size][/font][/backcolor][/color] USART1_RX_DMA_UNIT (CM_DMA1)[/size][/font][/backcolor][/color] USART1_RX_DMA_CH (DMA_CH0)[/size][/font][/backcolor][/color] USART1_RX_DMA_FCG_ENABLE() (FCG_Fcg0PeriphClockCmd(FCG0_PERIPH_DMA1, ENABLE))[/size][/font][/backcolor][/color] USART1_RX_DMA_TRIG_SEL (AOS_DMA1_0)[/size][/font][/backcolor][/color] USART1_RX_DMA_TRIG_EVT_SRC (EVT_SRC_USART1_RI)[/size][/font][/backcolor][/color] APP_DMA_Config(void)[/size][/font][/backcolor][/color] {[/size][/font][/backcolor][/color] int32_t i32Ret;[/size][/font][/backcolor][/color] stc_dma_init_t stcDmaInit;[/size][/font][/backcolor][/color] stc_dma_llp_init_t stcDmaLlpInit;[/size][/font][/backcolor][/color] stc_irq_signin_config_t stcIrqSignConfig;[/size][/font][/backcolor][/color] static stc_dma_llp_descriptor_t stcLlpDesc;[/size][/font][/backcolor][/color] stc_dma_repeat_init_t stcdmarepeatinit_t;[/size][/font][/backcolor][/color] /* DMA&AOS FCG enable */[/size][/font][/backcolor][/color] USART1_RX_DMA_FCG_ENABLE();[/size][/font][/backcolor][/color] USART1_TX_DMA_FCG_ENABLE();[/size][/font][/backcolor][/color] FCG_Fcg0PeriphClockCmd(FCG0_PERIPH_AOS, ENABLE);[/size][/font][/backcolor][/color] /* USART_RX_DMA */[/size][/font][/backcolor][/color] (void)DMA_StructInit(&stcDmaInit);[/size][/font][/backcolor][/color] stcDmaInit.u32IntEn = DMA_INT_DISABLE;[/size][/font][/backcolor][/color] stcDmaInit.u32BlockSize = 1UL;[/size][/font][/backcolor][/color] stcDmaInit.u32TransCount = 512;[/size][/font][/backcolor][/color] stcDmaInit.u32DataWidth = DMA_DATAWIDTH_8BIT;[/size][/font][/backcolor][/color] stcDmaInit.u32DestAddr = (uint32_t)DMARecBuf_USART1;[/size][/font][/backcolor][/color] stcDmaInit.u32SrcAddr = (uint32_t)(&CM_USART1->RDR);[/size][/font][/backcolor][/color] stcDmaInit.u32SrcAddrInc = DMA_SRC_ADDR_FIX;[/size][/font][/backcolor][/color] stcDmaInit.u32DestAddrInc = DMA_DEST_ADDR_INC;[/size][/font][/backcolor][/color] DMA_Init(USART1_RX_DMA_UNIT, USART1_RX_DMA_CH, &stcDmaInit);[/size][/font][/backcolor][/color] [/size][/font][/backcolor][/color] /* Repeat Config */[/size][/font][/backcolor][/color] (void)DMA_RepeatStructInit(&stcdmarepeatinit_t);[/size][/font][/backcolor][/color] stcdmarepeatinit_t.u32Mode=DMA_RPT_DEST;[/size][/font][/backcolor][/color] stcdmarepeatinit_t.u32DestCount=512;[/size][/font][/backcolor][/color] stcdmarepeatinit_t.u32SrcCount=1;[/size][/font][/backcolor][/color] DMA_RepeatInit(USART1_RX_DMA_UNIT, USART1_RX_DMA_CH, &stcdmarepeatinit_t); [/size][/font][/backcolor][/color] 设置触发源[/size][/font][/backcolor][/color] AOS_SetTriggerEventSrc(USART1_RX_DMA_TRIG_SEL, USART1_RX_DMA_TRIG_EVT_SRC);[/size][/font][/backcolor][/color] //[/size][/font][/backcolor][/color] DMA_Cmd(USART1_RX_DMA_UNIT, ENABLE);[/size][/font][/backcolor][/color] (void)DMA_ChCmd(USART1_RX_DMA_UNIT, USART1_RX_DMA_CH, ENABLE);[/size][/font][/backcolor][/color] 串口1接收完512字节后 DMA cnt由512变为0 之后再发送数据则无法接收，计数一直为0，不知道是理解的问题还是怎么回事，望高人指教一二[/size][/font][/backcolor][/color]

国产芯片接收串口DMA HC32F4 ST ni

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eyesmall

关于HC32F4A0 串口DMA接收计数无法重置的问题 sos

根据官方例程，串口1配置完成后收发正常，如法**制串口2时，串口2正常，串口1接收异常，接收完预设大小的数据后计数为0，无法重置。目前根据自己理解配置DMA如下 /* DMA definition */ #define USART1_RX_DMA_UNIT (CM_DMA1) #define USART1_RX_DMA_CH (DMA_CH0) #define USART1_RX_DMA_FCG_ENABLE() (FCG_Fcg0PeriphClockCmd(FCG0_PERIPH_DMA1, ENABLE)) #define USART1_RX_DMA_TRIG_SEL (AOS_DMA1_0) #define USART1_RX_DMA_TRIG_EVT_SRC (EVT_SRC_USART1_RI) void APP_DMA_Config(void) { int32_t i32Ret; stc_dma_init_t stcDmaInit; stc_dma_llp_init_t stcDmaLlpInit; stc_irq_signin_config_t stcIrqSignConfig; static stc_dma_llp_descriptor_t stcLlpDesc; stc_dma_repeat_init_t stcdmarepeatinit_t; /* DMA&AOS FCG enable */ USART1_RX_DMA_FCG_ENABLE(); USART1_TX_DMA_FCG_ENABLE(); FCG_Fcg0PeriphClockCmd(FCG0_PERIPH_AOS, ENABLE); /* USART_RX_DMA */ (void)DMA_StructInit(&stcDmaInit); stcDmaInit.u32IntEn = DMA_INT_DISABLE; stcDmaInit.u32BlockSize = 1UL; stcDmaInit.u32TransCount = 512; stcDmaInit.u32DataWidth = DMA_DATAWIDTH_8BIT; stcDmaInit.u32DestAddr = (uint32_t)DMARecBuf_USART1; stcDmaInit.u32SrcAddr = (uint32_t)(&CM_USART1->RDR); stcDmaInit.u32SrcAddrInc = DMA_SRC_ADDR_FIX; stcDmaInit.u32DestAddrInc = DMA_DEST_ADDR_INC; DMA_Init(USART1_RX_DMA_UNIT, USART1_RX_DMA_CH, &stcDmaInit); // /* Repeat Config */ (void)DMA_RepeatStructInit(&stcdmarepeatinit_t); stcdmarepeatinit_t.u32Mode=DMA_RPT_DEST; stcdmarepeatinit_t.u32DestCount=512; stcdmarepeatinit_t.u32SrcCount=1; DMA_RepeatInit(USART1_RX_DMA_UNIT, USART1_RX_DMA_CH, &stcdmarepeatinit_t); // 设置触发源 AOS_SetTriggerEventSrc(USART1_RX_DMA_TRIG_SEL, USART1_RX_DMA_TRIG_EVT_SRC); // DMA_Cmd(USART1_RX_DMA_UNIT, ENABLE); (void)DMA_ChCmd(USART1_RX_DMA_UNIT, USART1_RX_DMA_CH, ENABLE); 测试效果串口接收完512字节后 DMA cnt由512变为0 并未重置为512，不知道是理解的问题还是怎么回事，望高人指教一二 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**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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]

串口DMA 接收 HC32F4 ST ni tc

644浏览量 0回复量关注量
鸵鸟

HC32F4A0系统时钟配置

void BSP_SetSysClk(void) { stc_clock_xtal_init_t stcXtalInit; stc_clock_pll_init_t stcPLLHInit; stc_pll_clock_freq_t pstcPllClkFreq; stc_clock_freq_t pstcClockFreq; stc_clock_scale_t clk_freq_cfg; /* Config Xtal and enable Xtal */ stcXtalInit.u8Mode = CLK_XTAL_MD_OSC; stcXtalInit.u8Drv = CLK_XTAL_DRV_LOW; stcXtalInit.u8State = CLK_XTAL_ON; stcXtalInit.u8StableTime = CLK_XTAL_STB_2MS; CLK_XtalInit( &stcXtalInit ); CLK_XtalCmd(ENABLE); /* VCO = (8/1)*120 = 960MHz*/ stcPLLHInit.u8PLLState = CLK_PLL_ON; stcPLLHInit.PLLCFGR = 0UL; stcPLLHInit.PLLCFGR_f.PLLM = 1UL-1UL; stcPLLHInit.PLLCFGR_f.PLLN = 120UL-1UL; stcPLLHInit.PLLCFGR_f.PLLP = 4UL-1UL; stcPLLHInit.PLLCFGR_f.PLLQ = 4UL-1UL; stcPLLHInit.PLLCFGR_f.PLLR = 4UL-1UL; stcPLLHInit.PLLCFGR_f.PLLSRC = CLK_PLL_SRC_XTAL; CLK_PLLInit( &stcPLLHInit ); /* flash read wait cycle setting */ EFM_REG_Unlock(); EFM_SetWaitCycle(EFM_WAIT_CYCLE1); EFM_REG_Lock(); CLK_PLLCmd(ENABLE); /* Wait MPLL ready. */ //while (SET != CLK_GetStableStatus(CLK_STB_FLAG_PLL)){} CLK_SetSysClockSrc( CLK_SYSCLK_SRC_PLL ); }

HC32F4 系统时钟时钟配置 PLL ST tc

1142浏览量 1回复量关注量
limoooo

问下各位老哥AT32f421支持FPU吗?

小白刚开始学习官方页面显示 [list] [*]支持DSP指令集 [/list]keil内torget页面没有显示FPU选项hc32f421.h中有代码: #define __FPU_PRESENT 0U /*!< fpu present */ 是不是说明此单片机没有FPU,但是可以使用math.h库?

HC32F4 ma present se 页面 AT32F421

5015浏览量 7回复量关注量
yqzq101

rtthread 驱动 hc32f4a0 开发板上tf卡的问题。。

[i=s] 本帖最后由 yqzq101 于 2024-10-16 09:44 编辑 [/i] hello 立创上请了一块谅山派的F4A0开发板。。发现rt-studio里面居然有这个开发板的支持试着创建了工程，闪了个灯一切OK 想测试一下tf卡，按照网上搜的例子，打开了SDIOC1，加了fatfs，下载后，总提示如下: msh />[E/drv.sdio] clock division error [E/drv.sdio] clock division error [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 0, arg:0x00000000 [E/drv.sdio] clock division error [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 8, arg:0x000001AA clock division error[E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 5, arg:0x00000000 [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 55, arg:0x00000000 [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 55, arg:0x00000000 [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 55, arg:0x00000000 [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 55, arg:0x00000000 [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 1, arg:0x00000000 [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 1, arg:0x00000000 [E/drv.sdio] [_sdio_wait_completed timeout] sta=0x1FFE82A0, cmd 1, arg:0x00000000 请问这是为啥。。是我哪里没改好吗谢谢

sdc HC32F4 开发板 rtthread TF IO

4364浏览量 7回复量关注量
ws2408

hc32f420单片机的adc有两个，具体对应哪些引脚？ sos

[i=s] 本帖最后由 tyw 于 2024-8-14 13:29 编辑 [/i] 在数据手册里面只写了引脚对应通道数，没写引脚对应adcx，还是说两个adc模块用的都是同一个引脚 [attach]2286304[/attach] [attach]2286310[/attach] [size=2][color=#ffffff][backcolor=purple] tyw 注[/backcolor][/color][/size]

ADC模块 AC HC32F4 引脚单片机 ADC

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可昂

小华半导体 sos

请教一下，小华半导体的芯片 HC32F452和HC32F451由什么区别。

HC32F4 HC 小华半导体单片机嵌入式国产芯片

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jys0305

hc32f460 SPI读取一直为0 sos

使用hc32f460，SPI1，发送0x55，测试时钟和MOSI引脚电平，变化正常。miso脚一直是高电平，但是SPI读出来数据一直是0x00,按理说应该是0xff。SPI 配置如下 #define SD_SPI_PERIPH_CLK FCG1_PERIPH_SPI1 #define SPI_SD CM_SPI1 #define SD_SPI_CS_PORT GPIO_PORT_A #define SD_SPI_CS_PIN GPIO_PIN_04 #define SD_SPI_PORT GPIO_PORT_A #define SD_SPI_SCK_PIN GPIO_PIN_05 #define SD_SPI_MISO_PIN GPIO_PIN_06 #define SD_SPI_MOSI_PIN GPIO_PIN_07 #define SD_SPI_SCK_PIN_FUNC (GPIO_FUNC_43) #define SD_SPI_MOSI_PIN_FUNC (GPIO_FUNC_40) #define SD_SPI_MISO_PIN_FUNC (GPIO_FUNC_41) static void App_SPIxCfg(void) { stc_gpio_init_t stcGpioInit; stc_spi_init_t stcSpiInit; stc_spi_delay_t stcSpiDelayCfg; (void)GPIO_StructInit(&stcGpioInit); stcGpioInit.u16PinDrv = PIN_HIGH_DRV; (void)GPIO_Init(SD_SPI_CS_PORT, SD_SPI_CS_PIN, &stcGpioInit); (void)GPIO_Init(SD_SPI_PORT, SD_SPI_SCK_PIN, &stcGpioInit); (void)GPIO_Init(SD_SPI_PORT, SD_SPI_MOSI_PIN, &stcGpioInit); stcGpioInit.u16PinDir = PIN_DIR_OUT; (void)GPIO_Init(SD_SPI_CS_PORT, SD_SPI_CS_PIN, &stcGpioInit); GPIO_SetFunc(SPI_SCK_PORT, SPI_SCK_PIN, SD_SPI_SCK_PIN_FUNC); GPIO_SetFunc(SPI_MOSI_PORT, SPI_MOSI_PIN, SD_SPI_MOSI_PIN_FUNC); GPIO_SetFunc(SPI_MISO_PORT, SPI_MISO_PIN, SD_SPI_MISO_PIN_FUNC); /* Clear initialize structure */ (void)SPI_StructInit(&stcSpiInit); (void)SPI_DelayStructInit(&stcSpiDelayCfg); /* Configure peripheral clock */ FCG_Fcg1PeriphClockCmd(SD_SPI_PERIPH_CLK, ENABLE); /* SPI De-initialize */ SPI_DeInit(SPI_UNIT); /* Configuration SPI structure */ stcSpiInit.u32WireMode = SPI_3_WIRE; stcSpiInit.u32TransMode = SPI_FULL_DUPLEX; stcSpiInit.u32MasterSlave = SPI_MASTER; stcSpiInit.u32ModeFaultDetect = SPI_MD_FAULT_DETECT_DISABLE; stcSpiInit.u32Parity = SPI_PARITY_INVD; stcSpiInit.u32SpiMode = SPI_MD_0; stcSpiInit.u32BaudRatePrescaler = SPI_BR_CLK_DIV4; stcSpiInit.u32DataBits = SPI_DATA_SIZE_8BIT; stcSpiInit.u32FirstBit = SPI_FIRST_MSB; (void)SPI_Init(SPI_UNIT, &stcSpiInit); stcSpiDelayCfg.u32IntervalDelay = SPI_INTERVAL_TIME_8SCK; stcSpiDelayCfg.u32ReleaseDelay = SPI_RELEASE_TIME_8SCK; stcSpiDelayCfg.u32SetupDelay = SPI_SETUP_TIME_1SCK; (void)SPI_DelayTimeConfig(SPI_UNIT, &stcSpiDelayCfg); SPI_Cmd(SPI_UNIT, ENABLE); }

单片机 HC32F4

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