411 lines
17 KiB
C++
411 lines
17 KiB
C++
/**
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* @file arm_main.cpp
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* @brief 机械臂主任务 - C++版本
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*/
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#include "cmsis_os2.h"
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#include "task/user_task.h"
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#include "module/arm_oop.hpp"
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#include "module/motor_base.hpp"
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#include "module/joint.hpp"
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#include "bsp/can.h"
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#include "device/motor_lz.h"
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#include "device/motor_dm.h"
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using namespace arm;
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// ============================================================================
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// 电机和关节配置
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// ============================================================================
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// LZ电机参数(关节1-3)
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static MOTOR_LZ_Param_t lz_params[3] = {
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{ .can = BSP_CAN_1, .motor_id = 127, .host_id = 0xff, .module = MOTOR_LZ_RSO3, .reverse = true, .mode=MOTOR_LZ_MODE_MOTION},
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{ .can = BSP_CAN_1, .motor_id = 126, .host_id = 0xff, .module = MOTOR_LZ_RSO3, .reverse = true, .mode=MOTOR_LZ_MODE_MOTION},
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{ .can = BSP_CAN_1, .motor_id = 125, .host_id = 0xff, .module = MOTOR_LZ_RSO3, .reverse = false, .mode=MOTOR_LZ_MODE_MOTION},
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};
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// DM电机参数(关节4-6)
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static MOTOR_DM_Param_t dm_params[3] = {
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{.can = BSP_CAN_1, .master_id = 0x14, .can_id = 0x04, .module = MOTOR_DM_J4310, .reverse = false,},
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{.can = BSP_CAN_1, .master_id = 0x15, .can_id = 0x05, .module = MOTOR_DM_J4310, .reverse = true,},
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{.can = BSP_CAN_1, .master_id = 0x16, .can_id = 0x06, .module = MOTOR_DM_J4310, .reverse = false,},
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};
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static Arm6dof_DHParams_t dh_params[6] = {
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// J1: origin(0, 0, 0.024) rpy(0,0,0)
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{.theta=0.0f, .d=0.024f, .a=0.000f, .alpha=0.0f, .theta_offset=0.0f, .qmin=-15.7f, .qmax=15.7f, .m=2.2629f, .rc={-0.00718190f, 0.00031034f, 0.06159800f}},
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// J2: origin(-0.001395, 0, 0.1015) rpy(1.5708, 0, -1.5708)
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{.theta=0.0f, .d=0.1015f, .a=-0.00139f, .alpha=M_PI_2, .theta_offset=-M_PI_2, .qmin=-1.57f, .qmax=1.57f, .m=0.97482f, .rc={ 0.00316320f, -0.00227070f, -0.22947000f}},
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// J3: origin(0.3265, 0, -0.0071975) rpy(0, 0, 0)
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{.theta=0.0f, .d=-0.00719f, .a=0.3265f, .alpha=0.0f, .theta_offset=0.0f, .qmin=-1.0f, .qmax=3.0f, .m=0.72964f, .rc={ 0.08696300f, 0.00167340f, -0.01780600f}},
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// J4: origin(0.0905, 0.052775, 0.0058025) rpy(1.5708, 0, 3.1416)
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{.theta=0.0f, .d=0.05278f, .a=0.0905f, .alpha=M_PI_2, .theta_offset=M_PI, .qmin=0.0f, .qmax=6.3f, .m=0.54148f, .rc={-0.00005530f, 0.10972717f, -0.00230270f}},
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// J5: origin(0.001627, 0, 0.18467) rpy(1.5708, 0, 0)
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{.theta=0.0f, .d=0.18467f, .a=0.0016f, .alpha=M_PI_2, .theta_offset=0.0f, .qmin=-1.9f, .qmax=1.9f, .m=0.21817f, .rc={ 0.05654200f, 0.00102680f, -0.00131060f}},
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// J6: origin(0.10487, 0.0013347, 0) rpy(1.5708, 0, 1.5708)
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{.theta=0.0f, .d=0.00133f, .a=0.10487f, .alpha=M_PI_2, .theta_offset=M_PI_2, .qmin=0.0f, .qmax=6.3f, .m=0.56255f, .rc={ 0.00001277f, 0.10159000f, -0.00000780f}},
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};
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static JointControlParams joint_params[6] = {
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{.qmin=-15.7f, .qmax=15.7f, .kp=10.0f, .kd=0.0f},
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{.qmin=-1.57f, .qmax=1.57f, .kp=10.0f, .kd=0.0f},
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{.qmin=-1.0f, .qmax=3.0f, .kp=20.0f, .kd=0.0f},
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{.qmin=0.0f, .qmax=6.3f, .kp=3.0f, .kd=0.0f},
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{.qmin=-1.9f, .qmax=1.9f, .kp=5.0f, .kd=0.0f},
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{.qmin=0.0f, .qmax=6.3f, .kp=5.0f, .kd=0.0f},
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};
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static float q_offset[6] = {0.0f, 0.0f, 0.0f, 0.0f, 0.0f, 0.0f};
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// 全局对象指针
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IMotor* motors[6] = {nullptr}; // 多态接口
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MotorLZ* motors_lz[3] = {nullptr}; // 用于调试查看
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MotorDM* motors_dm[3] = {nullptr}; // 用于调试查看
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Joint* joints[6] = {nullptr};
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RoboticArm* robot_arm = nullptr;
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Arm_CMD_t arm_cmd; // 当前机械臂控制命令(含 target_pose / set_target_as_current)
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// ============================================================================
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// 测试用调试变量(可在调试器Watch窗口直接观察和修改)
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// ============================================================================
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// 阶段控制:在调试器中修改此值切换测试阶段
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// 0 = 仅计算重力补偿力矩,全部电机松弛,观察 gravity_torques_dbg 是否合理
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// 1 = 仅关节6(Roll轴)输出纯力矩,其余松弛(Roll轴重力补偿接近0,最安全)
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// 2 = 全部六轴输出(完整重力补偿,GRAVITY_COMP模式)
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// 3 = 笛卡尔空间控制(旧版满秩库代数雅可比算法)
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// 4 = 2.5D 解析降维控制(专为比赛设计的无奇异点稳定版,推荐!)
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uint8_t test_stage = 5;
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Arm6dof_JointAngles_t current_angles; // 调试观察:当前各关节角度 (rad)
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// 重力补偿力矩观察数组(对应关节1~6,单位 N·m)
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float gravity_torques_dbg[6] = {0.0f};
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// 末端位姿观察(mm换算,便于观察,不参与计算)
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struct { float x, y, z, roll, pitch, yaw; } end_pose_mm_dbg = {0};
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// FK→IK验证:IK解算得到的关节角度
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Arm6dof_JointAngles_t ik_from_fk_result; // IK解算结果
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int setzero=0;
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// 重力补偿缩放系数(每关节独立,可在调试器中实时修改)
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float gravity_comp_scales[6] = {1.0f, 2.0f, 1.5f, 2.0f, 2.6f, 1.0f};
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// 轨迹进度观察 [0.0~1.0],1.0=已到达目标;调试器中可观察运动是否平滑完成
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float traj_progress_dbg = 0.0f;
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// 轨迹速度设置:可在调试器中修改这两个值,重启case4生效
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float traj_lin_vel = 0.03f; // 末端线速度 (m/s),默认 150mm/s
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float traj_ang_vel = 0.2f; // 末端角速度 (rad/s),默认 ~57°/s
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uint8_t control_frame = 1; // 选择在何种坐标系下控制 1= 世界系,2=工具系,3=航向系
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// ============================================================================
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// IK测试调试变量
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// ============================================================================
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// ik_test_enable:设置为1时每帧调用一次IK测试;设置为0停止
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// - 输入:target_pose(目标位姿)+ current_angles(当前角度作为初始猜测)
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// - 结果:ik_test_result(IK解算出的关节角度),ik_test_ret(返回码:0=成功 -1=失败)
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int ik_test_enable = 0;
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Arm6dof_JointAngles_t ik_test_result = {0}; // IK解算结果(rad),调试器Watch观察
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int ik_test_ret = 0; // IK返回码:0=成功,-1=无解或未初始化
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int ik_test_ret_analytical = 0; // 解析IK原始返回码
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int ik_test_ret_numerical = 0; // 数值IK原始返回码(仅回退时更新)
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int ik_test_solver_dbg = 0; // 0=解析成功, 1=数值回退成功, -1=全部失败
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// cmd task 中的机械臂命令指针(cmd.cpp 中定义),通过 extern 访问以便写回初始位姿
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extern Arm_CMD_t *cmd_for_arm;
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/**
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* @brief 将当前世界系末端位姿转换到指定控制坐标系下的 target_pose,
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* 使 MoveCartesian*(result) 的目标恰好等于当前 cur_world(无初始跳变)
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* @param frame 1=世界系 2=工具系 3=航向系
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* @param cur 当前末端位姿(世界系,由 FK 计算得到)
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*/
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static Arm6dof_Pose_t SyncTargetToFrame(uint8_t frame, const Arm6dof_Pose_t& cur) {
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Arm6dof_Pose_t target;
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switch (frame) {
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case 2: {
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// 工具系:p_tool = R_cur^T * p_world,使 R_cur*p_tool = p_world
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// 姿态置零:R_tool = I,使 R_world = R_cur * I = R_cur(保持当前姿态)
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float rpy[3] = {cur.yaw, cur.pitch, cur.roll};
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Matrixf<3,3> RT = robotics::rpy2r(Matrixf<3,1>(rpy)).trans();
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float p[3] = {cur.x, cur.y, cur.z};
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Matrixf<3,1> pt = RT * Matrixf<3,1>(p);
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target.x = pt[0][0]; target.y = pt[1][0]; target.z = pt[2][0];
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target.yaw = 0.0f; target.pitch = 0.0f; target.roll = 0.0f;
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break;
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}
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case 3: {
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// 航向系:p_heading = Rz(-yaw)*[x,y],z 直接赋值
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// 姿态:R_heading = Rz(-yaw)*R_cur,使 Rz(yaw)*R_heading = R_cur
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float cy = cosf(cur.yaw), sy = sinf(cur.yaw);
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target.x = cy * cur.x + sy * cur.y;
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target.y = -sy * cur.x + cy * cur.y;
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target.z = cur.z;
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float rpy_neg[3] = {-cur.yaw, 0.0f, 0.0f};
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float rpy_c[3] = { cur.yaw, cur.pitch, cur.roll};
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Matrixf<3,3> Rn = robotics::rpy2r(Matrixf<3,1>(rpy_neg))
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* robotics::rpy2r(Matrixf<3,1>(rpy_c));
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Matrixf<3,1> rn = robotics::r2rpy(Rn);
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target.yaw = rn[0][0]; target.pitch = rn[1][0]; target.roll = rn[2][0];
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break;
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}
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default:
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// 世界系:直接复制
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target = cur;
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break;
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}
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return target;
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}
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static void SyncCommandTargetFromCurrent() {
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Arm6dof_Pose_t sync = SyncTargetToFrame(control_frame, robot_arm->GetEndPose());
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arm_cmd.target_pose = sync;
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if (cmd_for_arm) {
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cmd_for_arm->target_pose = sync;
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}
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}
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static void HandleSetZeroRequest() {
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if (!setzero) {
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return;
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}
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if (setzero <= 3) {
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MOTOR_LZ_SetZero(&lz_params[setzero - 1]);
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} else if (setzero > 3 && setzero < 7) {
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MOTOR_DM_SetZero(&dm_params[setzero - 4]);
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} else if (setzero == 7) {
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for (int i = 0; i < 3; ++i) {
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MOTOR_LZ_SetZero(&lz_params[i]);
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}
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for (int i = 0; i < 3; ++i) {
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MOTOR_DM_SetZero(&dm_params[i]);
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}
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}
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setzero = 0;
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}
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static void RelaxAllMotors() {
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for (int i = 0; i < 6; ++i) {
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motors[i]->Relax();
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}
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}
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static void MoveBySelectedFrame(const Arm6dof_Pose_t& target) {
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switch (control_frame) {
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case 2:
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robot_arm->MoveCartesianTool(target);
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break;
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case 3:
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robot_arm->MoveCartesianHeading(target);
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break;
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default:
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robot_arm->MoveCartesian(target);
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break;
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}
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}
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static void HandleCartesianModeError() {
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if (robot_arm->GetState() == MotionState::ERROR) {
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robot_arm->ResetError();
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SyncCommandTargetFromCurrent();
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}
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}
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static void RunCartesianControl(ControlMode mode) {
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robot_arm->SetLinVelLimit(traj_lin_vel);
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robot_arm->SetAngVelLimit(traj_ang_vel);
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robot_arm->SetMode(mode);
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MoveBySelectedFrame(arm_cmd.target_pose);
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robot_arm->Control();
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HandleCartesianModeError();
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ik_from_fk_result = robot_arm->GetIkAngles();
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traj_progress_dbg = robot_arm->GetTrajProgress();
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}
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extern "C" {
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void Task_arm_main(void* argument) {
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/* 计算任务运行到指定频率需要等待的tick数 */
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const uint32_t delay_tick = osKernelGetTickFreq() / ARM_MAIN_FREQ;
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osDelay(ARM_MAIN_INIT_DELAY); /* 延时一段时间再开启任务 */
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uint32_t tick = osKernelGetTickCount(); /* 控制任务运行频率的计时 */
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BSP_CAN_Init();
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MOTOR_LZ_Init(); // 注册LZ电机ID解析器
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// 初始化运动学模型
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Arm6dof_Init(dh_params);
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// 创建电机对象(同时保存到基类和派生类指针)
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motors_lz[0] = new MotorLZ(lz_params[0]);
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motors_lz[1] = new MotorLZ(lz_params[1]);
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motors_lz[2] = new MotorLZ(lz_params[2]);
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motors_dm[0] = new MotorDM(dm_params[0]);
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motors_dm[1] = new MotorDM(dm_params[1]);
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motors_dm[2] = new MotorDM(dm_params[2]);
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// 填充基类指针数组(用于多态管理)
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motors[0] = motors_lz[0];
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motors[1] = motors_lz[1];
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motors[2] = motors_lz[2];
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motors[3] = motors_dm[0];
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motors[4] = motors_dm[1];
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motors[5] = motors_dm[2];
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for (int i = 0; i < 6; ++i) {
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joints[i] = new Joint(i, motors[i], joint_params[i], q_offset[i], ARM_MAIN_FREQ);
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}
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// 关节3与关节2存在机械耦合:J3电机读数包含J2的运动,需减去J2角度才是真实J3角度
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joints[2]->SetCoupledJoint(joints[1]);
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robot_arm = new RoboticArm();
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for (int i = 0; i < 6; ++i) {
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robot_arm->AddJoint(i, joints[i]);
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}
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robot_arm->Init();
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// 使能重力补偿
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robot_arm->EnableGravityCompensation(true);
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robot_arm->SetGravityCompScales(gravity_comp_scales);
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// 设置控制模式(可选以下模式之一):
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// GRAVITY_COMP: 位置保持 + 重力补偿前馈(位控+补偿)
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// TEACH: 纯重力补偿力矩输出,零刚度(示教拖动)
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// JOINT_POSITION: 关节位置控制 + 重力补偿前馈
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robot_arm->SetMode(ControlMode::GRAVITY_COMP);
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// 读取当前末端位姿,转换到 control_frame 后同步到 cmd,防止上电时大范围跳变
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osDelay(100);
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robot_arm->Update();
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{
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SyncCommandTargetFromCurrent();
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}
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while (1) {
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tick += delay_tick; /* 计算下一个唤醒时刻 */
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/*---------------------------零点校准---------------------------*/
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HandleSetZeroRequest();
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/*--------------------------------------------------------------*/
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// 每帧允许在调试器中独立修改各轴补偿系数
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robot_arm->SetGravityCompScales(gravity_comp_scales);
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// 更新机械臂状态(读取关节角度、FK、重力补偿计算)
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robot_arm->Update();
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osMessageQueueGet(task_runtime.msgq.arm.cmd, &arm_cmd, NULL, 0);
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robot_arm->Enable(arm_cmd.enable);
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// 使能上升沿自动同步:避免使能时 target_pose 与当前实际位姿不一致导致初始跳变
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static bool last_enable = false;
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if (arm_cmd.enable && !last_enable) {
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SyncCommandTargetFromCurrent();
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}
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last_enable = arm_cmd.enable;
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// set_target_as_current:将 target_pose 同步到当前末端位姿(转换到当前 control_frame)
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if (arm_cmd.set_target_as_current) {
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SyncCommandTargetFromCurrent();
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}
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// 每帧同步调试观察变量
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for (int i = 0; i < 6; ++i) {
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current_angles.q[i] = joints[i]->GetCurrentAngle();
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gravity_torques_dbg[i] = robot_arm->GetGravityTorque(i);
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}
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// 末端位姿换算为mm,便于调试器观察(不参与任何计算)
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const Arm6dof_Pose_t& ep = robot_arm->GetEndPose();
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end_pose_mm_dbg = { ep.x * 1000.0f, ep.y * 1000.0f, ep.z * 1000.0f,
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ep.roll, ep.pitch, ep.yaw };
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switch (test_stage) {
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case 0:
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//检测电机正电流旋转方向与urdf规定是否一致
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static float rotationDirectionCheck[6] = {0.0f};
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joints[0]->TorqueControl(rotationDirectionCheck[0]);
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joints[1]->TorqueControl(rotationDirectionCheck[1]);
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joints[2]->TorqueControl(rotationDirectionCheck[2]);
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joints[3]->TorqueControl(rotationDirectionCheck[3]);
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joints[4]->TorqueControl(rotationDirectionCheck[4]);
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joints[5]->TorqueControl(rotationDirectionCheck[5]);
|
||
break;
|
||
|
||
case 1:
|
||
// 阶段1:仅计算,不输出。观察 gravity_torques_dbg[0~5] 是否量级合理
|
||
RelaxAllMotors();
|
||
break;
|
||
|
||
case 2:
|
||
// 阶段1:测试单个关节力矩输出(用于验证力矩计算)
|
||
// 修改下面的索引来测试不同关节:j2=1, j3=2, j5=4
|
||
// motors[0]->Relax();
|
||
// motors[1]->Relax();
|
||
// motors[2]->Relax();
|
||
// motors[3]->Relax();
|
||
// motors[4]->Relax();
|
||
// motors[5]->Relax();
|
||
joints[1]->TorqueControl(gravity_torques_dbg[1]); // j2大臂
|
||
joints[2]->TorqueControl(gravity_torques_dbg[2]); // j3小臂
|
||
joints[4]->TorqueControl(gravity_torques_dbg[4]); // j5腕部
|
||
|
||
joints[0]->TorqueControl(gravity_torques_dbg[0]);
|
||
joints[3]->TorqueControl(gravity_torques_dbg[3]);
|
||
joints[5]->TorqueControl(gravity_torques_dbg[5]);
|
||
break;
|
||
case 3:
|
||
default:
|
||
// 阶段4:全部六轴 GRAVITY_COMP 模式(位置保持 + 重力补偿前馈)
|
||
robot_arm->SetMode(ControlMode::GRAVITY_COMP);
|
||
robot_arm->Control();
|
||
break;
|
||
|
||
case 4:
|
||
// 笛卡尔空间轨迹规划控制:基于数值逆解(雅可比)
|
||
RunCartesianControl(ControlMode::CARTESIAN_POSITION);
|
||
break;
|
||
|
||
case 5: {
|
||
// =================================================================================
|
||
// ★ 2.5D 解析降维控制算法 ★
|
||
// 已经集成到底层 arm_oop 的 CARTESIAN_ANALYTICAL 模式中,完全与原轨迹规划流程接轨
|
||
// =================================================================================
|
||
RunCartesianControl(ControlMode::CARTESIAN_ANALYTICAL); // 启用降维解析数学模式
|
||
break;
|
||
}
|
||
}
|
||
|
||
// IK测试:以当前角度为初始猜测,对 target_pose 求逆运动学
|
||
// 在调试器中将 ik_test_enable 置1启用,观察 ik_test_result 和 ik_test_ret
|
||
if (ik_test_enable) {
|
||
ik_test_ret_analytical = robot_arm->InverseKinematicsAnalytical(&arm_cmd.target_pose,
|
||
&ik_test_result,
|
||
¤t_angles);
|
||
ik_test_ret_numerical = 0;
|
||
ik_test_solver_dbg = -1;
|
||
|
||
// 解析解失败时回退到数值IK,便于调试观察并区分“无解”与“分支失败”。
|
||
if (ik_test_ret_analytical == 0) {
|
||
ik_test_ret = 0;
|
||
ik_test_solver_dbg = 0;
|
||
} else {
|
||
ik_test_ret_numerical = Arm6dof_InverseKinematics(&arm_cmd.target_pose,
|
||
¤t_angles,
|
||
&ik_test_result,
|
||
0.001f,
|
||
50);
|
||
if (ik_test_ret_numerical == 0) {
|
||
ik_test_ret = 0;
|
||
ik_test_solver_dbg = 1;
|
||
} else {
|
||
ik_test_ret = -1;
|
||
ik_test_solver_dbg = -1;
|
||
}
|
||
}
|
||
}
|
||
|
||
osDelayUntil(tick); /* 运行结束,等待下一次唤醒 */
|
||
}
|
||
}
|
||
|
||
} // extern "C"
|