WSWSWSWS 发表于 2024-3-15 13:17:22

各位大佬你们好,我想咨询一下就是我的LAN8742_Init会卡在一个循环中出不来

具体为:data:image/png;base64,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


int32_t LAN8742_Init(lan8742_Object_t *pObj)
{
   uint32_t tickstart = 0, regvalue = 0, addr = 0;
   int32_t status = LAN8742_STATUS_OK;
   
   if(pObj->Is_Initialized == 0)
   {
   if(pObj->IO.Init != 0)
   {
       /* GPIO and Clocks initialization */
       pObj->IO.Init();
   }
   
   /* for later check */
   pObj->DevAddr = LAN8742_MAX_DEV_ADDR + 1;
   
   /* Get the device address from special mode register */
   for(addr = 0; addr <= LAN8742_MAX_DEV_ADDR; addr ++)
   {
       if(pObj->IO.ReadReg(addr, LAN8742_SMR, &regvalue) < 0)
       {
         status = LAN8742_STATUS_READ_ERROR;
         /* Can't read from this device address
            continue with next address */
         continue;
       }
   
       if((regvalue & LAN8742_SMR_PHY_ADDR) == addr)
       {
         pObj->DevAddr = addr;
         status = LAN8742_STATUS_OK;
         break;
       }
   }
   
   if(pObj->DevAddr > LAN8742_MAX_DEV_ADDR)
   {
       status = LAN8742_STATUS_ADDRESS_ERROR;
   }
   
   /* if device address is matched */
   if(status == LAN8742_STATUS_OK)
   {
       /* set a software reset*/
       if(pObj->IO.WriteReg(pObj->DevAddr, LAN8742_BCR, LAN8742_BCR_SOFT_RESET) >= 0)
       {
         /* get software reset status */
         if(pObj->IO.ReadReg(pObj->DevAddr, LAN8742_BCR, &regvalue) >= 0)
         {
         tickstart = pObj->IO.GetTick();
         
         /* wait until software reset is done or timeout occured*/
         while(regvalue & LAN8742_BCR_SOFT_RESET)
         {
             if((pObj->IO.GetTick() - tickstart) <= LAN8742_SW_RESET_TO)
             {
               if(pObj->IO.ReadReg(pObj->DevAddr, LAN8742_BCR, &regvalue) < 0)
               {
               status = LAN8742_STATUS_READ_ERROR;
               break;
               }
             }
             else
             {
               status = LAN8742_STATUS_RESET_TIMEOUT;
               break;
             }
         }
         }
         else
         {
         status = LAN8742_STATUS_READ_ERROR;
         }
       }
       else
       {
         status = LAN8742_STATUS_WRITE_ERROR;
       }
   }
   }
      
   if(status == LAN8742_STATUS_OK)
   {
   tickstart =pObj->IO.GetTick();
   
   /* Wait for 2s to perform initialization */
   while((pObj->IO.GetTick() - tickstart) <= LAN8742_INIT_TO)
   {
   }
//           tx_thread_sleep(2000);
   pObj->Is_Initialized = 1;
   }
   
   return status;
}

会卡在/* Wait for 2s to perform initialization */
   while((pObj->IO.GetTick() - tickstart) <= LAN8742_INIT_TO)
   {
   }这一块出不来,请各位大佬指点指点

WSWSWSWS 发表于 2024-3-15 13:18:18

#include "dm9162.h"

lan8742_Object_t DM9162;
TX_THREAD *netx_thread_ptr;

static UINT_nx_driver_hardware_initialize(NX_IP_DRIVER *driver_req_ptr)
{
INT PHYLinkState;
UINT duplex, speed = 0;
lan8742_IOCtx_tDM9162_IOCtx = {ETH_PHY_IO_Init,
                               ETH_PHY_IO_DeInit,
                               ETH_PHY_IO_WriteReg,
                               ETH_PHY_IO_ReadReg,
                               ETH_PHY_IO_GetTick};
NX_PACKET         *packet_ptr;
UINT                i;
ETH_DMADescTypeDef*DMATxDesc;
ETH_DMADescTypeDef*DMARxDesc = nx_driver_information.nx_driver_information_dma_rx_descriptors;


    HAL_ETH_MspInit(NULL);
                              
    /* Default to successful return.*/
    driver_req_ptr -> nx_ip_driver_status =NX_SUCCESS;

    /* Setup indices.*/
    nx_driver_information.nx_driver_information_receive_current_index = 0;
    nx_driver_information.nx_driver_information_transmit_current_index = 0;
    nx_driver_information.nx_driver_information_transmit_release_index = 0;

    /* Clear the number of buffers in use counter.*/
    nx_driver_information.nx_driver_information_number_of_transmit_buffers_in_use = 0;

    /* Make sure there are receive packets... otherwise, return an error.*/
    if (nx_driver_information.nx_driver_information_packet_pool_ptr == NULL)
    {
   
      /* There must be receive packets. If not, return an error!*/
      return(NX_DRIVER_ERROR);
    }
   
    EthHandle.Instance = ETH;
    EthHandle.Init.MACAddr = _nx_driver_hardware_address;
    EthHandle.Init.AutoNegotiation = ETH_AUTONEGOTIATION_ENABLE;
    EthHandle.Init.MediaInterface = ETH_MEDIA_INTERFACE_RMII;
    EthHandle.Init.RxMode = ETH_RXINTERRUPT_MODE;
    EthHandle.Init.ChecksumMode = ETH_CHECKSUM_BY_HARDWARE;
    EthHandle.Init.PhyAddress = LAN8742_PHY_ADDR;
       
    printf("程序执行到这里了");
    /* Set PHY IO functions */
    LAN8742_RegisterBusIO(&DM9162, &DM9162_IOCtx);
    printf("程序meiyou执行到这里了");
    /* Initialize the DM9162 ETH PHY */
    LAN8742_Init(&DM9162);
        printf("LAN8742_Init");
    PHYLinkState = LAN8742_GetLinkState(&DM9162);
        printf("PHYLinkState = %d\r\n",PHYLinkState);
    while(PHYLinkState <= LAN8742_STATUS_LINK_DOWN)
    {
      PHYLinkState = LAN8742_GetLinkState(&DM9162);
                printf("PHYLinkStateX = %d\r\n",PHYLinkState);
      tx_thread_sleep(100);
    }

    switch (PHYLinkState)
    {
      case LAN8742_STATUS_100MBITS_FULLDUPLEX:
      duplex = ETH_MODE_FULLDUPLEX;
      speed = ETH_SPEED_100M;
      break;
      case LAN8742_STATUS_100MBITS_HALFDUPLEX:
      duplex = ETH_MODE_HALFDUPLEX;
      speed = ETH_SPEED_100M;
      break;
      case LAN8742_STATUS_10MBITS_FULLDUPLEX:
      duplex = ETH_MODE_FULLDUPLEX;
      speed = ETH_SPEED_10M;
      break;
      case LAN8742_STATUS_10MBITS_HALFDUPLEX:
      duplex = ETH_MODE_HALFDUPLEX;
      speed = ETH_SPEED_10M;
      break;
      default:
      duplex = ETH_MODE_FULLDUPLEX;
      speed = ETH_SPEED_100M;
      break;
    }
   
    EthHandle.Init.Speed = speed;
    EthHandle.Init.DuplexMode = duplex;

    /* Configure Ethernet peripheral (GPIOs, clocks, MAC, DMA) */
    if (HAL_ETH_Init(&EthHandle) != HAL_OK)
    {
      /* Return error.*/
      return(NX_DRIVER_ERROR);
    }

    /* Initialize TX Descriptors list: Ring Mode.*/

    /* Fill each DMATxDesc descriptor with the right values.*/   
    for(i = 0; i < NX_DRIVER_TX_DESCRIPTORS; i++)
    {
      /* Get the pointer on the ith member of the Tx Desc list.*/
      DMATxDesc = &nx_driver_information.nx_driver_information_dma_tx_descriptors;

#ifdef HARDWARE_CHECKSUM_ENABLE

      /* Set Second Address Chained bit and checksum offload options.*/
      DMATxDesc -> Status = ETH_DMATXDESC_TCH | ETH_DMATXDESC_IC | ETH_DMATXDESC_CIC_TCPUDPICMP_FULL | ETH_DMATXDESC_CIC_IPV4HEADER;      
#else

      /* Set Second Address Chained bit.*/
      DMATxDesc -> Status = ETH_DMATXDESC_TCH | ETH_DMATXDESC_IC;      
#endif

      /* Initialize the next descriptor with the Next Descriptor Polling Enable */
      if(i < (NX_DRIVER_TX_DESCRIPTORS - 1))
      {
            /* Set next descriptor address register with next descriptor base address */
            DMATxDesc -> Buffer2NextDescAddr = (ULONG)(nx_driver_information.nx_driver_information_dma_tx_descriptors + i + 1);
      }
      else
      {
            /* For last descriptor, set next descriptor address register equal to the first descriptor base address */
            DMATxDesc -> Buffer2NextDescAddr = (ULONG) nx_driver_information.nx_driver_information_dma_tx_descriptors;
      }
    }
   
    /* Set Transmit Descriptor List Address Register */
    ETH -> DMATDLAR = (ULONG) nx_driver_information.nx_driver_information_dma_tx_descriptors;

    /* Initialize RX Descriptors list: Ring Mode*/

    /* Fill each DMARxDesc descriptor with the right values */
    for(i = 0; i < NX_DRIVER_RX_DESCRIPTORS; i++)
    {

      /* Allocate a packet for the receive buffers.*/
      if (nx_packet_allocate(nx_driver_information.nx_driver_information_packet_pool_ptr, &packet_ptr,
                               NX_RECEIVE_PACKET, NX_NO_WAIT) == NX_SUCCESS)
      {

            /* Adjust the packet.*/
            packet_ptr -> nx_packet_prepend_ptr += 2;
            DMARxDesc.Buffer1Addr =          (uint32_t) packet_ptr -> nx_packet_prepend_ptr;
            DMARxDesc.ControlBufferSize =    ETH_DMARXDESC_RCH | (packet_ptr -> nx_packet_data_end - packet_ptr -> nx_packet_data_start);

            /* Remember the receive packet poitner.*/
            nx_driver_information.nx_driver_information_receive_packets =packet_ptr;

            /* Set Own bit of the RX descriptor Status.*/
            DMARxDesc.Status =ETH_DMARXDESC_OWN;         
      }
      else
      {

            /* Cannot allocate packets from the packet pool. */
            return(NX_DRIVER_ERROR);
      }

      /* Initialize the next descriptor with the Next Descriptor Polling Enable.*/
      if(i < (NX_DRIVER_RX_DESCRIPTORS - 1))
      {
            /* Set next descriptor address register with next descriptor base address.*/
            DMARxDesc.Buffer2NextDescAddr = (ULONG)(nx_driver_information.nx_driver_information_dma_rx_descriptors + i + 1);
      }
      else
      {
            /* For last descriptor, set next descriptor address register equal to the first descriptor base address.*/
            DMARxDesc.Buffer2NextDescAddr = (uint32_t)(nx_driver_information.nx_driver_information_dma_rx_descriptors);
      }
    }
   
    /* Save the size of one rx buffer.*/
    nx_driver_information.nx_driver_information_rx_buffer_size = packet_ptr -> nx_packet_data_end - packet_ptr -> nx_packet_data_start;
      
    /* Clear the number of buffers in use counter.*/
    nx_driver_information.nx_driver_information_multicast_count = 0;

    /* Set Receive Descriptor List Address Register */
    ETH -> DMARDLAR = (ULONG) nx_driver_information.nx_driver_information_dma_rx_descriptors;

    /* Return success!*/
    return(NX_SUCCESS);       
头文件没动,但是LAN8742的内容全都加进去了

eric2013 发表于 2024-3-16 09:36:23

有个重要的地方,当前硬件设计8720的复位是怎么设计的,和系统一个硬件复位还是单独的GPIO控制的。

WSWSWSWS 发表于 2024-3-16 09:57:03

eric2013 发表于 2024-3-16 09:36
有个重要的地方,当前硬件设计8720的复位是怎么设计的,和系统一个硬件复位还是单独的GPIO控制的。

大哥是单独的GPIO控制的,我昨天最终找到问题了 是HAL_GetTICK()函数的问题,在等待2S的过程中,tucjstart一直没返回数值,最终发送延时函数那边,更改后,可以直接进行硬件初始化并进行后续功能了。
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查看完整版本: 各位大佬你们好,我想咨询一下就是我的LAN8742_Init会卡在一个循环中出不来