zbq 发表于 2024-3-8 14:16:29

CycloneTCP带宽测试

本帖最后由 zbq 于 2024-3-8 17:34 编辑

测试程序基于CycloneTCP nucleo_h743zi2 例程,硬件:nucleo_h743zi2开发板

测试程序如下,板子作为客户端,
void iperfTask(void *param){

      Socket *erfSocket;
      Socket *clientSocket;
      IpAddr erfipAddr;
      uint16_t clientPort;
      size_t recvSize=0;
      error_t error;
      while(1){
            erfSocket = socketOpen(SOCKET_TYPE_STREAM, SOCKET_IP_PROTO_TCP);
            if(erfSocket == NULL)
            {
               continue;
            }
            error = socketBindToInterface(erfSocket,&netInterface);
            if(error){
               socketClose(erfSocket);
               continue;
            }
            
            #if 0
            error = socketBind(erfSocket, &IP_ADDR_ANY, 6650);
            if(error){
               socketClose(erfSocket);
               continue;
            }
            error = socketListen(erfSocket, 0);
            if(error){
               socketClose(erfSocket);
               continue;
            }
            clientSocket=socketAccept(erfSocket,&erfipAddr,&clientPort);
            if(erfSocket == NULL)
            {
                  socketClose(erfSocket);
               continue;
            }
            #endif
            ipStringToAddr("192.168.2.187", &erfipAddr);
            error =socketConnect(erfSocket,&erfipAddr,5001);
          if(error){
               socketClose(erfSocket);
               continue;
            }
            while(1)
            {
                  //error =socketReceive(clientSocket,erfBuffer,2048,&recvSize,0);
                //    if(error){
                  //    continue;
                //    }else{
                        socketSend(erfSocket,txbuf_const,2048,NULL,0);
                //    }
            
          }
      }
      
}


测试结构截图
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
测试结果感觉不理想,只有45Mbit,不知道哪里还能优化


順便相同硬件环境测试了一下freeRTOS+LWIP
能达到70Mbit



eric2013 发表于 2024-3-9 01:02:10

H743应该拉满,优化空间还很大
页: [1]
查看完整版本: CycloneTCP带宽测试