论坛首页 › 国民技术MCU › 巧用N32G430外设，打破无EnDat协议的尴尬，读取海德汉编码器角度值

呐咯密密 发表于 2023-10-20 14:08

巧用N32G430外设，打破无EnDat协议的尴尬，读取海德汉编码器角度值

本帖最后由 呐咯密密 于 2023-6-5 14:07 编辑

@21小跑堂 #申请原创#

次标题：单片机没有EnDat外设，如何读取海德汉编码器的绝对角度值？且看如何合理搭配普通外设冲破难关！
前言
好久没有写原创了，最近由于项目的紧张，也苦于无话题可写，恰逢项目空窗，对最近的开发过程做个记录。话题的来源在最近需要一款高精度的编码器，于是选了海德汉的25位旋转编码器，分辨率高，精度高，价格也高，大几千块一台，而且交期很长很长，果然贵的东西除了贵，没啥缺点，当然，贵不是产品的缺点，是自己的缺点。而且在实际操作过程中发现EnDat2.2这种协议，在普通的单片机（此处选用国民技术的N32G430）上根本没有外设可以兼容，具体分析见下文。在搜寻全网，没有相关的经验借鉴，很多在使用该编码的大佬均采用FPGA来实现，想想也是，25位的角度数据，即使读取到完整的角度值，也不好用来开发更高级的应用，在单片机上采用普通的编码器就可以了。于是便有了下文的探索之路。一、关于海德汉编码器
此处选用的是海德汉ECN425型号旋转编码器，分辨率为25bit，对应的每一转的位置数有33554432个，最大允许转速为12000rpm，精度为±20角秒。绝对值型号的可以直接通过EnDat 2.2协议直接输出25位绝对角度值，角度的计算时间最大只有5us。不仅位数高，精度还高，在精准控制方面属于首选编码器。
EnDat协议简介
因为数字驱动系统和反馈环在通过位置编码器获取位置值时，需要编码器快速传输数据和高可靠性传输数据，除了角度值以外，可能还需提供一些附加信息，比如驱动系统的相关参数，补偿参数等，同时还需要具有错误检测和诊断，于是海德汉公司为其编码器开发的一种双向数字接口，用于传输绝对式或增量编码器的位置值，于是便有了EnDat数据接口。EnDat 2.2可传输绝对式或增量式编码器的位置值，也能传输或更新保存在编码器中的信息或保存新信息。由于采用串行数据传输方式，它只需要四条信号线。数据传输保持与后续电子设备时钟信号同步。传输的数据类型（位置值、参数或诊断信息等）通过后续电子设备发至编码器的模式指令选择。纯串行的EnDat 2.2接口也适用于高安全性应用。编码器使用EnDat接口，在高分辨率的情况下同样可以支持短周期并提供换向信息，可以轻松满足直接驱动技术要求，整个读写的周期采样时间只有25us，对于后续的电子设备只需10us的时间就能得到位置值。1.硬件接线
数据线只需要四根，两根差分的数据线和两根差分的时钟线，时钟最高可支持16MHz的传输速率。2.协议详情
EnDat的协议在传输位置值的同时可以附带额外的数据包，此处应用无需此功能，仅获取25bit的绝对角度值。
EnDat协议数据包发送与数据传输同步，编码器会在时钟的第一个下降沿锁存当前角度值，两个时钟脉冲后控制器发送模式指令，如果只需要绝对角度值则指令模式为二进制000111，编码器在tcal时间内计算绝对位置值，后续开始向控制器连续发送数据。数据组成为：1bit开始位+2bit错误位+25位角度数据+5bitCRC校验位
25bit绝对角度值传输为LSB，即最低有效位先传输，后传输高有效位，所以在控制获取数据后需要对绝对位置值进行转换。二、N32G40单片机实现EnDat方案探究EnDat数据的发送和接收共用一根数据线（不考虑差分），N32G430并没有EnDat的接口，想要实现绝对位置的读取就得利用现有的外设进行扩展，或者直接使用软件模拟，但是本人一向不喜欢软件模拟，抛开速度较低，且不能使用DMA就会占用CPU资源这些不谈，使用软件模拟就像下路选用炸*人打ADC，没有AD之魂。那么抛开软件模拟，我们就在现有的硬件外设上下功夫。1.硬件SPI+RS485自动收发电路
该方案有两种组成电路，一种是使用自动收发的RS485芯片，一种是使用普通RS485芯片加上三极管实现自收发。CLOCK差分电路MAX13488自收发485芯片电路
上述CLOCK输入信号来源于SPI的CLK，经过SN75176实现时钟信号的差分，使用自动收发的485芯片-MAX13488，靠芯片内部电路实现自动切换使能信号，当SPI的MOSI信号到来切换为输出，将角度指令送出，发送完之后切换为输入，开始在MISO接收编码器的数据包。关于实现原理此处不赘述，可自行查询相关资料。2.硬件SPI+普通485芯片+三极管电路SN75176差分芯片+三极管切换电路上述方案的CLOCK依旧采用上一个方案的电路，此处的RS485芯片的使能切换采用三极管控制，达到和上一方案相同的目的。在上述两种方案搭建完成后，发现切换使能的速度较慢，在高速通信时切换不过来，（具体情况未经测试，感兴趣自行研究）于是最终采用了以下方案：3.SN75176+定时器捕获上述方案SPI的MOSI和MISO依旧连接到差分芯片的发送和接收，使能引脚采用单片机的GPIO控制。该脚的高低电平由定时器控制，同时SPI的SCK连接到单片机的PA0，用于定时器2进行捕获。根据EnDat协议，最多10个CLOCK后便可以等待编码器回传数据，使用定时器捕获到10个CLOCK脉冲后将使能拉低，SPI的MOSI发送的数据便被截断，可从MISO硬件获取编码器回传数据。三、最终代码实现大致流程如上图所示，SPI+DMA启动后根据协议拼装指令发送，定时器2设置为捕捉，同时开启中断。在SPI启动后CLOCK会产生时钟脉冲，并向编码器发送数据，此时485芯片使能保持为高电平，会将数据送入编码器，当送出10位数据后，定时器会捕获到10个脉冲产生中断，此时关闭定时器2，停止捕捉脉冲，并将485芯片的使能拉低，此时SPI的CLOCK不会停止，但是MOSI线上的数据被截断，但是编码器返回的数据会送至MISO线，直至整个数据包发送完成。而采用DMA就是维持整个时钟信号的稳定，不会因为定时器中断影响通信的完整性。SPI初始化：SPI的初始化采用软件NSS，同时开启DMA使能，此处的NSS不用于片选，而用于控制RS485芯片的数据方向。void SPI_Config(void)
{
      SPI_InitType SPI_InitStructure;      
      SPI_GPIO_Config();

      SPI_I2S_Reset(SPI_MASTER);

    SPI_Initializes_Structure(&SPI_InitStructure);
    SPI_InitStructure.DataDirection = SPI_DIR_DOUBLELINE_FULLDUPLEX;
    SPI_InitStructure.SpiMode       = SPI_MODE_MASTER;
    SPI_InitStructure.DataLen       = SPI_DATA_SIZE_8BITS;
    SPI_InitStructure.CLKPOL      = SPI_CLKPOL_HIGH;
    SPI_InitStructure.CLKPHA      = SPI_CLKPHA_SECOND_EDGE;
    SPI_InitStructure.NSS         = SPI_NSS_SOFT;
    SPI_InitStructure.BaudRatePres= SPI_BR_PRESCALER_128;
    SPI_InitStructure.FirstBit      = SPI_FB_MSB;
    SPI_InitStructure.CRCPoly       = 7;
    SPI_Initializes(SPI_MASTER, &SPI_InitStructure);
    SPI_Set_Nss_Level(SPI_MASTER, SPI_NSS_HIGH);

    SPI_I2S_DMA_Transfer_Enable(SPI_MASTER, SPI_I2S_DMA_TX);
    SPI_I2S_DMA_Transfer_Enable(SPI_MASTER, SPI_I2S_DMA_RX);
    SPI_ON(SPI_MASTER);
}
DMA初始化配置：
初始化同时配置DMA的CH1和CH2，用于SPI的收发，将SPI的收发均采用DMA来实现，防止中断的到来打断SPI的通信，void SPI_DMA_Configuration(void)
{
      DMA_InitType DMA_InitStructure;
      DMA_Reset(DMA_CH1);
      DMA_Reset(DMA_CH2);

    /* SPI_MASTER TX DMA config */
    DMA_InitStructure.MemAddr = (uint32_t)&SPI_Master_Buffer_Tx;
    DMA_InitStructure.MemDataSize = DMA_MEM_DATA_WIDTH_BYTE;
    DMA_InitStructure.MemoryInc = DMA_MEM_INC_MODE_ENABLE;
    DMA_InitStructure.Direction = DMA_DIR_PERIPH_DST;
    DMA_InitStructure.PeriphAddr = (uint32_t)&SPI_MASTER->DAT;
    DMA_InitStructure.PeriphDataSize = DMA_PERIPH_DATA_WIDTH_BYTE;
    DMA_InitStructure.PeriphInc = DMA_PERIPH_INC_MODE_DISABLE;
    DMA_InitStructure.BufSize = 6;
    DMA_InitStructure.CircularMode = DMA_CIRCULAR_MODE_DISABLE;
    DMA_InitStructure.Mem2Mem = DMA_MEM2MEM_DISABLE;
    DMA_InitStructure.Priority = DMA_CH_PRIORITY_HIGHEST;
    DMA_Initializes(DMA_CH1, &DMA_InitStructure);
    DMA_Channel_Request_Remap(DMA_CH1, SPI_MASTER_DMA_TX_CH);
   
    /* SPI_MASTER RX DMA config */
    DMA_InitStructure.MemAddr = (uint32_t)&SPI_Master_Buffer_Rx;
    DMA_InitStructure.Direction = DMA_DIR_PERIPH_SRC;
    DMA_InitStructure.Priority = DMA_CH_PRIORITY_HIGHEST;
    DMA_Initializes(DMA_CH2, &DMA_InitStructure);
    DMA_Channel_Request_Remap(DMA_CH2, SPI_MASTER_DMA_RX_CH);      
      
    DMA_Channel_Disable(DMA_CH1);
    DMA_Channel_Disable(DMA_CH2);
}

定时器配置：
这里使用TIMER2的CH1作为捕获通道，对应单片机的引脚是PA0，于是对TIMER2 CH1进行相关初始化：首先初始化PA0，使用复用模式的AF3复用为TIMER2 CH1，配置TIMER2的中断，捕获到相应数量的方波后触发中断，由于国民技术的库对中断配置进行了封装，这里直接调用Common_TIM_NVIC_Initialize(TIM2_IRQn, ENABLE);便可配置完成中断，与函数下方被屏蔽部分效果相同，但是这里注意，如果有多个定时器中断，不可都调用此函数，否则中断会拥有相同的优先级，此处建议使用被屏蔽部分代码来配置，或者重写中断配置函数，使中断优先级变得可配置。Common_TIM_Base_Initialize(TIM2,9,0);函数则是定义了定时器的预分频系数和重装载系数，9为重装载值，意为计数值为10个脉冲可触发溢出中断。void Timer2_Config(void)
{
      
      NVIC_InitType NVIC_InitStructure;
    GPIO_InitType GPIO_InitStructure;
    GPIO_Structure_Initialize(&GPIO_InitStructure);
      
      GPIO_InitStructure.Pin            = GPIO_PIN_0;
      GPIO_InitStructure.GPIO_Mode      = GPIO_MODE_INPUT;
      GPIO_InitStructure.GPIO_Current   = GPIO_DS_12MA;
      GPIO_InitStructure.GPIO_Alternate = GPIO_AF3_TIM2;
      GPIO_Peripheral_Initialize(GPIOA, &GPIO_InitStructure);

    /* NVIC configuration */
    Common_TIM_NVIC_Initialize(TIM2_IRQn, ENABLE);      
   
//    NVIC_InitStructure.NVIC_IRQChannel = TIM2_IRQn;
//    NVIC_InitStructure.NVIC_IRQChannelPreemptionPriority = 1;
//    NVIC_InitStructure.NVIC_IRQChannelSubPriority = 0;
//    NVIC_InitStructure.NVIC_IRQChannelCmd = ENABLE;
//          NVIC_Initializes(&NVIC_InitStructure);
      
      Common_TIM_Base_Initialize(TIM2,9,0);
/** Time Base Config */
      
    TIM_ICInitStructure.Channel   = TIM_CH_1;
    TIM_ICInitStructure.IcPolarity= TIM_IC_POLARITY_RISING;
    TIM_ICInitStructure.IcSelection = TIM_IC_SELECTION_DIRECTTI;
    TIM_ICInitStructure.IcPrescaler = TIM_IC_PSC_DIV1;
    TIM_ICInitStructure.IcFilter    = 0x0;
    TIM_PWM_Input_Channel_Config(TIM2, &TIM_ICInitStructure);
   
    TIM_Trigger_Source_Select(TIM2, TIM_TRIG_SEL_TI1FP1);

    TIM_Slave_Mode_Select(TIM2, TIM_SLAVE_MODE_EXT1);

    TIM_Master_Slave_Mode_Set(TIM2, TIM_MASTER_SLAVE_MODE_ENABLE);
      TIM_Interrupt_Status_Clear(TIM2, TIM_INT_UPDATE);
    /* TIM enable counter */
    TIM_On(TIM2);

    /* Enable the CC1 and CC2 Interrupt Request */
    TIM_Interrupt_Enable(TIM2, TIM_INT_UPDATE);
      
}
SPI DMA启动函数：void SPI_DMA_WriteReadByte(uint16_t BufferLength)
{
      NSS_High;//拉高NSS引脚，实际控制为485芯片使能，方向为输出
      TIM_On(TIM2);//启动TIM2,开始捕捉脉冲

      DMA_Channel_Disable(DMA_CH1);
      DMA_Buffer_Size_Config(DMA_CH1,BufferLength);
      DMA_Channel_Enable(DMA_CH1);
      
      DMA_Channel_Disable(DMA_CH2);
      DMA_Buffer_Size_Config(DMA_CH2,BufferLength);
      DMA_Channel_Enable(DMA_CH2);      
      
    while(DMA_Flag_Status_Get(DMA, DMA_CH1_TXCF) == RESET);
    while(DMA_Flag_Status_Get(DMA, DMA_CH2_TXCF) == RESET);
}启动DMA之前先将485的使能设为高电平，数据方向为发送，此时数据可从单片机发送到编码器，启动TIM2，开始捕捉脉冲，再启动DMA，控制SPI向编码器输出时钟和数据（如上代码），当SPI的时钟信号达到10和脉冲，触发TIM2的中断（如下代码）。void TIM2_IRQHandler(void)
{
    if (TIM_Interrupt_Status_Get(TIM2, TIM_INT_UPDATE) != RESET)
    {
      TIM_Interrupt_Status_Clear(TIM2, TIM_INT_UPDATE);
                NSS_Low;
                TIM_Off(TIM2);
                TIM_Base_Count_Set(TIM2,0);
    }
}

在中断中关闭定时器捕获且将485芯片的使能拉低，此时SPI的CLK不会停止，但是MOSI数据被485芯片截断，MISO脚可以接收到编码器回传的数据。直到通信结束。之后再将收到的数据进行转换，获得此次通讯的角度值。uint32_t Angle_Data_Processing(uint8_t *buffer)
{
      buffer = BitReverseTable256];
      buffer = BitReverseTable256];
      buffer = BitReverseTable256];
//      buffer = buffer&0xe0;
      buffer = BitReverseTable256];
      angle1 = buffer<<24 | buffer<<16 | buffer<<8 | buffer ;
      angle1 = (angle1>>1)&0x1FFFFFF;
      return angle1;
}该代码将接收的角度数据进行大小端转换，此处采用查表法，将16位的小端数据转换成大端数据的查表储存，可直接进行转换。static const unsigned charBitReverseTable256[] =
{
      0X00,0x80,0x40,0xC0,0x20,0xA0,0x60,0xE0,0x10,0x90,0x50,0xD0,0x30,0xB0,0x70,0xF0,
      0x08,0x88,0x48,0xC8,0x28,0xA8,0x68,0xE8,0x18,0x98,0x58,0xD8,0x38,0xB8,0x78,0xF8,
      0x04,0x84,0x44,0xC4,0x24,0xA4,0x64,0xE4,0x14,0x94,0x54,0xD4,0x34,0xB4,0x74,0xF4,
      0x0C,0x8C,0x4C,0xCC,0x2C,0xAC,0x6C,0xEC,0x1C,0x9C,0x5C,0xDC,0x3C,0xBC,0x7C,0xFC,
      0x02,0x82,0x42,0xC2,0x22,0xA2,0x62,0xE2,0x12,0x92,0x52,0xD2,0x32,0xB2,0x72,0xF2,
      0x0A,0x8A,0x4A,0xCA,0x2A,0xAA,0x6A,0xEA,0x1A,0x9A,0x5A,0xDA,0x3A,0xBA,0x7A,0xFA,
      0x06,0x86,0x46,0xC6,0x26,0xA6,0x66,0xE6,0x16,0x96,0x56,0xD6,0x36,0xB6,0x76,0xF6,
      0x0E,0x8E,0x4E,0xCE,0x2E,0xAE,0x6E,0xEE,0x1E,0x9E,0x5E,0xDE,0x3E,0xBE,0x7E,0xFE,
      0x01,0x81,0x41,0xC1,0x21,0xA1,0x61,0xE1,0x11,0x91,0x51,0xD1,0x31,0xB1,0x71,0xF1,
      0x09,0x89,0x49,0xC9,0x29,0xA9,0x69,0xE9,0x19,0x99,0x59,0xD9,0x39,0xB9,0x79,0xF9,
      0x05,0x85,0x45,0xC5,0x25,0xA5,0x65,0xE5,0x15,0x95,0x55,0xD5,0x35,0xB5,0x75,0xF5,
      0x0D,0x8D,0x4D,0xCD,0x2D,0xAD,0x6D,0xED,0x1D,0x9D,0x5D,0xDD,0x3D,0xBD,0x7D,0xFD,
      0x03,0x83,0x43,0xC3,0x23,0xA3,0x63,0xE3,0x13,0x93,0x53,0xD3,0x33,0xB3,0x73,0xF3,
      0x0B,0x8B,0x4B,0xCB,0x2B,0xAB,0x6B,0xEB,0x1B,0x9B,0x5B,0xDB,0x3B,0xBB,0x7B,0xFB,
      0x07,0x87,0x47,0xC7,0x27,0xA7,0x67,0xE7,0x17,0x97,0x57,0xD7,0x37,0xB7,0x77,0xF7,
      0x0F,0x8F,0x4F,0xCF,0x2F,0xAF,0x6F,0xEF,0x1F,0x9F,0x5F,0xDF,0x3F,0xBF,0x7F,0xFF
};

测试效果：

第一个为MISO的波形，白色为SPI的CLOCK波形，这三个8位再加上4C里面的最高位，就是25位角度值。

xch 发表于 2023-11-6 19:32

不是低位在前格式？

呐咯密密 发表于 2023-11-7 09:19

xch 发表于 2023-11-6 19:32
不是低位在前格式？

是小端，获得的数据需要进行大小端转换

xch 发表于 2023-11-7 10:50

呐咯密密 发表于 2023-11-7 09:19
是小端，获得的数据需要进行大小端转换

MCU 也是小端。没看懂为啥折腾

xch 发表于 2023-11-7 10:53

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***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**/fw1nUHzhgaY9lKM9jYHMEVpyPYuuEwjK0c4JUfAZc7pxg42KgCz8G4/RqFDxMZTw4OODiQ64gawAF54e/ddcEh04N45PmIpU2mlxtaznaws2cxZ2737rNlBzldU9Brxf+qDBzcd7kH1/uu8PX2YfsvFRv97Ps0wMGg+AOkH9rRWpaBN3FPEHjbBg6We2GybR22rFyGVctWYfW6Hdi06wTO3otGYME7lHVMM+Zgw2/47psFWLpWB1v37sc+o/0w2X8EJiZnWVxDYMl7FHfSpEweCjH6mktQqAJwsHD+YixYuweb9YxgYnwAJsYmOGJ1HmfcXsD7ZQtaekWQSAcwKOlEfWYwUu4chrX+emxetRFa52zkk+aqFK3PPSkzOOagrKwcbvdd4e/rh6UJS+T99EnxYV4DQtg0qHhA4ucBseNOolMCB/uw3voZbj/yQ1viGVw9shda89djj+46GBjuxNJtF3DI/iFSqmIQ8ICDg89s41gGnsccyN+QZ8OyAiV2i42OYbsSKCMiBV3TkgLFVQUHBiE0OIRtz6a4A6V1aCzd+vu6ysBBPJ0UFReP1JRUlilxXIKnDA4GIervQV9LFeqLc/EmLREpsSEI83OD+9ULcDi6H+a710Jn9XL8/stKbDlyEyeDq5Ba0csSq0w55mDDInw/Vwub95+A5VUXON92wT2XB7h3zweBMZlIq/+I+j6Zd0KMd4KDAwpI/AWLl2zCSiNHWJy/xVDlvbv34fbQD95xhUh+247ud73obSlBfW4EYlzOwnHfOhjo6mPLvvM465EinzRpi9dn8pnB4ICCDWk5i4JiZdvX6JOCdihIlrb/1NbW8SRIoxgHxWUFcsUP04spg4NE3AuORX+ZBzzPGmPnL79jw6LfsEpbB8v238cZ92iUNCcg+qHqwAFfVvgcCA6T7Si6MNF9nj75b56qwXOgmASJAIE8CVJb+7AkSBRPNZHclL2vMnBA6Wmp0NuZagISafKVoK+pDLWpAXgRGohHjyIQl1mMvKZO1Dc3oL4oCfkhF+ByVAfr5v2ApZuPYe2FJIRmNeKDLL/7iEGh1LLCRi38+PM+mLtEwq+yA8XNnSwYsLOzRx6Q+GlroKrAAQUkWmLn7QL4vGxAe2cXC0rs6upBd98A+t+/g+RDA2rS/RFnr4/TeuuwfIEWth6+hhOeGXhe0jZs4vxMYWYwOKDMh5RKlPIYKIIDQt90jRKKEOqWnYn+Wd9H6MRsijkQPCBxLXkOEnE/NgMDvcmIuHYExxZ9B615c/Hb8m3QPhuBq5G5aO54jueeqgMHfCsjBwcTjfMp31cDOCBbRVsX3/e/Zy81tFOBrtEn2TIqdF/ZlPDK9FVl4IDe0FS7lXEIHHRXZKIi6AIe2Z2Eqck5OHomIDC3GaVNrWitykRZ5CW4n9DBuh/nYvnWE9C2T0dYdgsGpgMONq3DvPkHcMwzCeEdUjQOyLwEow1A1YGDNdtPQt+9Fk/z+xV2XxAtIvS3laP+lRcib1rhlM4y7NqyA2t2nsKxa4HwjH+D7JIaLE/6tB7/sn3EoSnTAQcbVuLnX3fCxNkfbq/KkV5UgYqKSlRUVKGmvpUFhfZ+GDsR1TDFnUISJPIKkJvtduyn0wVXp6yWH7yU/CKJrc19eP9BKZTNwcHfej0Nz8H9hLcYEFUi/fF53Nk+H5sXLMSfa/Zj//1X8MopR1dPMpI4OFBKH9n44MsKcl7NhmWFYTZxxMuLqu6pDBxQJjqXO3dZJCVFVI7bgSktK/wNDgrjUXZvFy7tXoF5c//EBtPrOPE4G8/ySlFa8Bw5vmdw22wTVv3wI9bsvoDd94oRV9g15hkLSnkONBoc0JkO79D2NgEvnfRgq7sQP/93PlboHcc+5wg8DEtGemYWO3vgYNKnbX5Xyq4OjzuYFjhYink/bcSuY864+CQcXsERiAiPRER4FOJT85BW1of6TtH4OiEbAFMABynJKdDT2QatW58OXTr9+gw72tTSzBznz55DoH8A2/4zrl7+TQMHB1MBB1fhuH019NcZQvt8IlwTa/FROoCK6JuIOL4Se1ZvxOpt52AbVYKEhia8e5eKlEencXrhf7FpozlWWz1FSGadYBkSuedgtBeX6V3jywp/808NngNl7JTQz6gMHFBAGOWCpqCwslJVpE8mcCDFh+YidLxyRYC9CfZrLcbWzTuxUd8chy2P46TVYVju1cG+HbugrWuJY9ef4kl2J4pbBxTetIcPkJkPDsQYlHajKT8KcdYbcUp7HuZ9Mxfz/1yDZVuMoW94CBZm5rAws8CuW0fkbned9G1Dx+jKJuXpgAPt3/D9f3/HEq2t2KxvDIN9xjhgtB8HjExw3OEhnKKbkV45wUmdMjqmAA4o8dYVJ2csevqnvH/hteFsa63HA3cWJPsy9SVb9lJmQM0mcKCYPnnhiwXDAZwyngMp7dJpRFd9DjIjQxATGo+naXV4U9sLiVSCrqrXqEwORmxwGIIj0vCqqhM1fe8gEtEy4Euk+j1GeNgLBCdVoKypFx+kfx/vLANqUziymWRMfZEtMfH0ycNtnjJjYLRnODjg4GA0vZjo2hzaSx4YEMi2jFFGunH/MCXPwZBgpANDZyu8DrsNd4ttOLxVC1qLF2HZn39iyZ/LsHSpNjbtPoEDl0Lw5EUpKt//hR7x2INjbHAgQnNeDF5d2Y6LxgZYs/4U7ALTkdAlRfM4WyMpLqK/tQKlgbbwOamPnRvMYeEQhKCGAZS8H4eOiGiI1m6G+JYLpDV1GOx9B2lfKz6+8UW6+1Ec2roBew45wtKvAXHF7xXADoGDLjQVxCHObjdsdy3H6qVLsXzJyLIcWntM5QaTDKdENiHT56TBgQiNORFIc9bFhX1aWPFZe8uwfMkKbDvkCDOfOsS/neCkThktUwAHlFcjIT5hWN/a+ttRUlLKTtCknQoU7UtrdOPqpWxCqmuA5HkyxFdusHPjpelZSv1Pmbon84z0VQZEJmYQX74KaWYupM0tKqFDNonS5zD6lAEHMrmp6HMqpzJSH8bs0xTp5FsZ+VZG+djgnoPhdmKCMTVHbUc2SwYgHehER20xyjJf4FV8OKKC/eDv5QNvr0AEhsQi+nkW0vJqUNHUg17xX/g4ck+/QmdGBwdDXgo6+ri1MAn5aalIeJaD/Oo2Fm/wfuS5BAr10XHS4g+96KnOR2V2KpKfZSIjvxrV/VJ0jwdSRgEHg6IPkHRWobU0C+nPE5GSXoDMqn40dEsUlgQGMSj9iP7OBjTkpyAvOQ7xsbGg8wSGlzgkJGVi0bPlcsOZ1qEQdzApcDDEn/72OsafvNQEtq2GTj4c2eaL9AJkVPajoWuCrJkyHk4BHFDQYfCbYHm/VqesYoE7dJQznRBKxzVTSm8K5pEPcFl7o3zOJs/ByIl02Fv2DAUHit6QzwDPKPJWSidSX0FsagbxlZuQpGVA2tSslC4pU7dSz/CYAzm/eczB2C+ZSunSGGNAZcsKlP+5oaoazWXleFdTB2lj09iloQnSimpI4p9DrLsb4uVrIbF3gjQpFYNKvt0NMWEQ0o/vMNDbjrbmVjTTLoK+j+j/OAjpOIBAkYFycLBJF+L9hyFNeA5pU4vai8TLD6JV2hDbO0OanQtpeaVKaDifdUI+idJ3eV/LKiCJioX45l2Ij1hB4uoBaW39p/vq4klJOcQ2dhDvMQbxRJqTNyEd7eWVOJj4yStyNv8s2zFDwKAw/w1K8vLR8LYEH+sbletPbh4kIWEQX7BnE4I0Ok65/wnMI5KHaO8BiK0vQhKbAOmbQpXQsS1lo1wnYkv8P7VRUQVJaDjEV29CfMYGEreHkJZVfLovcH/luqhYb00dJMWlEJ+0hmjlekiCnk7YPvVB5jmgvo1ar2IbSnyXhEdBTLK4YA9JZCyk+QWC1Ks0bTQ+A0IgdroO8VlbSB55Q1pVo14aqmogyXsD8dFTEGvrgHiiNP1K8FjZuiTh0RCTR+3SZUgCQyDNzVMvHcT3tAxIrt+B6I/lQ7YqLJLZbMW5ZaZ9l4ODDToQb9GDhLzYjc2QtrVPq8yhdI4+128izNYOFfcfQOIXNE4JhNjTC2KHK2zATx0c/IVBiQQSsQgfBz5iYEAEkVj6+XHEYyAlEh4DB1t3QLRoJUQr1kFy+RozQGSE1FloAhAtXD6k9K4ekHj7q6T9mFBbueGcG/1vdAb7DrXj5Qvx5WsQWxyHaPtuiE+chcQ/WCU0jMvXJ74QGx2ESHsrxOcusglJ4h80Lh3JLtfxz/D/kffLu9CbpUqm5EdXL9nh3plziHd0RrePkjx1e8gMj9j4IERbd0LidH3c9sftz3T06PI1iDZsg9jQlC1xSDweq4SOq2H75byj7/L+EL/snCA+cnQIpJw8xwCb/P50+qbsf/2CIH7swwywaOEySC46fqJvjDrOh+mP3p8xnleqP45XhmRhfIiNE1XJYkxavHwhsXWA+JAlRPtMhsCab8CEvBizvqnwwjcAYndPiHfuhWipFiSOV9TbvoxmksXWHRAfOAyxrcOQjZDdU8entx8kV25CvP8QRPMWfH3gYPlaiH75A2JTc/bCKIl7humUObRTweWwGZ6s24gifUOmxKTIoxcL9pYu3r4Hol/+nIbnYPruFQYOtuhB9OsiiH78DeIdBhCbH1N/0dnF2het2cQmR/FBC5XRsCDkP3Lj6XZ941A7B80h3rUPIm0diJashnjzduZBUDsvTM0hWr0BNBGIdHZBTMb4iNW4vLhwdb28Pz/FzmOnmVGq0YjwCFw7cw73dPQQv1kXXeQWVka21KbeniE6Fq2CeJehcv9Tpu7JPEPyID6QR2m3IcQHjqiEjmh7PTn/tnn//KkNGr80HtZvYSBeRDqhQr0cVTYke1MzBtzZ+NTb84m+MXhJfZB5Dqhvo9Y7xn/HfJYmxIXLmU7QOGET02TrmM7zND6360O0bjNEq9YPTY4kn+nUOdn/HrZkdlu0bA1EPy9kIEGt7cvoJVnQy5zWRsYTZiNk99TxSbLYYTCkk9/+9PWBg8WrIPrPjxCv3gDxyXMQn7aZ***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**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:image/png;base64,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**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不是颠倒了？

xch 发表于 2023-11-7 10:57

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**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

xch 发表于 2023-11-7 10:58

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**QH0w+Xxb5YuHYk3xh/ULXnc09K2S+d4oghJJ8/WJ2ohDtePRGLKxtZwAhXw31DcrIIVtkDAckmEhJN0FEGc7PRJt5u97gIF9XvhXtOFgsX0RX2S3Zcb1FO1Kj0tPh3s62IwsCct+Qy4vwayxeLApQUlhqcban2DuLBG+4tL4bdJavTaSaCEG0Y02L1jEMJNrxeiFflBSiVueviXY8VCYJfjrcX5fka3eh7Mr0z+H+W9uOhnz1qpPQX5Cr2JOx**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**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**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**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***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

xch 发表于 2023-11-7 10:59

二姨很奇葩。为了贯彻执行法西斯制度，贴图都禁了

xdfhx 发表于 2024-5-21 15:20

您好作者，我最近也在学习EnDat2.x协议，但是对于位置值的CRC算法有点疑惑，不知作者是否了解该CRC算法

szchen2017 发表于 2024-5-21 15:31

楼主厉害，学些了

zmyisky 发表于 2024-6-11 00:34

xdfhx 发表于 2024-5-21 15:20
您好作者，我最近也在学习EnDat2.x协议，但是对于位置值的CRC算法有点疑惑，不知作者是否了解该CRC算法 ...

请问你复现出来了吗

查看完整版本: 巧用N32G430外设，打破无EnDat协议的尴尬，读取海德汉编码器角度值