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Kinematic calibration analysis of 3SPS + 1PS bionic parallel test platform for hip joint simulator

机译:髋关节模拟器3SPS + 1PS仿生平行测试平台的运动学标定分析

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摘要

As the key component of the parallel hip joint simulator, 3SPS + 1PS bionic parallel test platform owns four degrees of freedom including three rotations and one translation. When the moving platform stays at a given translation position, the parallel manipulator can represent three-dimensional rotating gait motions of the hip joint for the purpose of evaluating the friction characteristics of biological materials. Because of the manufacturing and assembling errors, the actual structure parameters of the parallel manipulator are not more accurate than the theoretical values and its reduced simulation accuracy will bring the uncertain evaluation. So in order to improve the precisions in the design, manufacture and assembly of the parallel manipulator, it is necessary to calibrate the kinematic parameters. Considering the structural characteristics of the parallel manipulator, its error model and the corresponding compensation method are established based on the complete differential-coefficient theory. According to the constant values of two orientation angles, the orientation residual matrix is constructed by adopting the incomplete measurement method and the forward kinematics functions, so its cost function can be defined. The iterative algorithm based on the least square method is applied to identify the structure parameters and obtain their optimal solutions, and then the actual kinematic calibration process is simulated by numerical method. The simulation results show that the comprehensive orientation error after calibration is greatly decreased, and the effectiveness of the calibration method is validated.
机译:作为平行髋关节模拟器的关键组件,3SPS + 1PS仿生平行测试平台拥有四个自由度,其中包括三个旋转和一个平移。当移动平台停留在给定的平移位置时,并行操纵器可以代表髋关节的三维旋转步态运动,以评估生物材料的摩擦特性。由于制造和装配误差,并联机械手的实际结构参数并不比理论值更准确,其降低的仿真精度将带来不确定的评估。因此,为了提高并联机械手的设计,制造和组装的精度,有必要校准运动学参数。考虑到并联机械手的结构特点,基于完整的微分系数理论,建立了并联机械手的误差模型和相应的补偿方法。根据两个方位角的常数值,采用不完备的测量方法和正向运动学函数构造方位残差矩阵,从而可以定义其成本函数。应用基于最小二乘法的迭代算法识别结构参数并获得最优解,然后采用数值方法对实际的运动学标定过程进行仿真。仿真结果表明,标定后的综合方位误差大大降低,验证了标定方法的有效性。

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