机电与机器人系统柔性关节的分析与仿真建模

Q4 Engineering
E.A. Rakshin, I.I. Borisov
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引用次数: 0

摘要

要在非结构化环境中工作,机器人必须具有无源性,这种无源性可以通过控制算法或物理弹性元件来实现。柔性元件可以用于回收能量,吸收峰值冲击载荷,简化控制系统,通常降低了对机器人环境准确信息的要求。例如,使用有限元方法对柔性体进行建模,计算量很大,这限制了对具有柔性元件的机器人动态行为的模拟。在本文中,我们提出了一种基于空间弹簧模型平面情况下的柔性关节分析和仿真建模方法,该方法可以在不损失精度的情况下提供高速仿真。柔性关节模型的综合包括空间弹簧模型平面情况下转动自由度和平移自由度非线性刚度图的数值优化。综合柔性关节模型可以描述两个连杆的相对运动。在综合的第一步中,采用有限元法对柔性关节进行优化,找到所受载荷和相应变形的参考数据。在第二阶段,求解空间弹簧模型平面情况下的非线性刚度图的优化问题;准则是使参考数据与优化弹簧模型之间的误差最小。在第三阶段,通过模拟和/或物理实验验证所得结果。提出了利用空间弹簧模型对柔性关节进行解析仿真建模的方法,提出了弹簧模型刚度优化的步骤,进行了仿真环境下的验证,进行了全尺寸实验,给出了有限元法仿真、弹簧模型仿真和全尺寸实验结果的对比。该方法计算柔性关节仿真模型的速度是有限元法的两倍左右。为了提高具有柔性铰链的机电和机器人系统的仿真建模速度而不损失精度,所提出的柔性关节模型是必要的。该方法的批准计划用于运动、操作、可穿戴机器人和抓取装置的设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analytical and simulation modeling of flexible joints for mechatronic and robotic systems
To operate in unstructured environments, robots must have the property of passivity which can be realized either through control algorithms or physical elastic elements. Flexible elements can be used to recover energy, absorb peak shock loads, and simplify the control system, generally reducing the requirements for accurate information about the robot’s environment. The modeling of flexible bodies, for example using the finite element method, is computationally demanding, which limits the simulation of the dynamic behavior of robots with flexible elements. In this paper, we propose an approach for analytical and simulation modeling of flexible joints using the planar case of a spatial spring model, which provides high speed simulation without loss of accuracy. The synthesis of the flexible joint model consists of numerical optimization of the nonlinear stiffness diagrams of the rotational and translational degrees of freedom for the planar case of the spatial spring model. The synthesized flexible joint model allows describing the relative motion of two links. In the first step of the synthesis, the flexible joint is optimized by finite element method to find the reference data of applied load and corresponding deformations. In the second stage, an optimization problem is solved to find nonlinear stiffness diagrams for the planar case of the spatial spring model; the criterion is to minimize the error between the reference data and the optimized spring model. In the third stage, the obtained results are verified by simulation and/or physical experiment. The method of analytical and simulation modeling of flexible joints with the help of spatial spring model is proposed, the procedure of optimization of stiffness of spring model is proposed, verification in simulation environment is carried out, full-scale experiment is carried out, comparison of simulations by finite element method, simulation with the help of spring model and results of full-scale experiment is provided. The proposed method allows the calculation of a simulation model of a flexible joint approximately twice as fast as the finite element method. The proposed model of flexible joint is necessary to increase the speed of simulation modeling of mechatronic and robotic systems with compliant hinges without loss of accuracy. Approbation of the method is planned for the design of locomotion, manipulation, wearable robots, and gripper devices.
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来源期刊
CiteScore
0.70
自引率
0.00%
发文量
102
审稿时长
8 weeks
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