Optimization of fracture reduction robot controller based on improved sparrow algorithm

Baichuan An , Jianwen Chen , Hao Sun , Minghuan Yin , Zicheng Song , Chao Zhuang , Cheng Chang , Minghe Liu
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Abstract

The accuracy of a fracture reduction robot (FRR) is critical for ensuring the safety of surgery. Improving the repositioning accuracy of a FRR, reducing the error, and realizing a safer and more stable folding motion is critical. To achieve this, a sparrow search algorithm (SSA) based on the Levy flight operator was proposed in this study for self-tuning the robot controller parameters. An inverse kinematic analysis of the FRR was also performed. The robot dynamics model was established using Simulink, and the inverse dynamics controller for the fracture reduction mechanism was designed using the computed torque control method. Both simulation and physical experiments were also performed. The actual motion trajectory of the actuator drive rod and its error with a desired trajectory was obtained through simulation. An optimized Levy-sparrow search algorithm (Levy-SSA) crack reduction robot controller demonstrated an overall reduction of two orders of magnitude in the reduction error, with an average error reduction of 98.74% compared with the traditional unoptimized controller. The Levy-SSA increased the convergence of the crack reduction robot control system to the optimal solution, improved the accuracy of the motion trajectory, and exhibited important implications for robot controller optimization.

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基于改进麻雀算法的骨折复位机器人控制器优化
骨折复位机器人(FRR)的准确性对于确保手术安全至关重要。提高FRR的重新定位精度,减少误差,实现更安全、更稳定的折叠运动至关重要。为了实现这一点,本研究提出了一种基于Levy飞行算子的麻雀搜索算法(SSA),用于自调整机器人控制器参数。还对FRR进行了运动学逆分析。利用Simulink建立了机器人动力学模型,并采用计算转矩控制方法设计了骨折复位机构的逆动力学控制器。还进行了模拟和物理实验。通过仿真得到了致动器驱动杆的实际运动轨迹及其与期望轨迹的误差。一种优化的Levy麻雀搜索算法(Levy SSA)裂纹减少机器人控制器的减少误差总体上减少了两个数量级,与传统的未优化控制器相比,平均误差减少了98.74%。Levy SSA提高了裂纹减少机器人控制系统向最优解的收敛性,提高了运动轨迹的精度,对机器人控制器的优化具有重要意义。
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