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新型2PRS-2PSS柔顺并联微操作器的柔顺性与运动静力学:建模与分析

Compliance and Kinetostatics of a Novel 2PRS-2PSS Compliant Parallel Micromanipulator: Modeling and Analysis.

作者信息

Ren Jun, Jiang Hui

机构信息

Hubei Key Laboratory of Modern Manufacturing Quantity Engineering, School of Mechanical Engineering, Hubei University of Technology, Wuhan 430068, China.

出版信息

Micromachines (Basel). 2024 Apr 14;15(4):526. doi: 10.3390/mi15040526.

Abstract

A novel 2PRS-2PSS (P represents the prismatic pair, R represents the revolute hinge, S represents the spherical hinge) compliant parallel micromanipulator with two translational DOFs and two rotational DOFs is presented, and its compliance model and kinetostatic model are sequentially developed and analyzed. Initially, an analytical model used to describe the compliance of this micromanipulator was developed using the compliance matrix method (CMM). Through a comparison with finite element analysis, the accuracy of this analytical model is confirmed, and the influence of various dimensional and structural parameters on the compliance behavior is investigated. Subsequently, the micromanipulator is treated as an equivalent spring system, allowing for the derivation of its governing equation based on the established compliance model. From this equation, a kinetostatic model relating input forces to output displacements is derived. Validation of this model is performed by comparing analytical results with finite element simulations under specific motion trajectories, revealing a maximum relative error of 6.18%. This close agreement verifies the accuracy of the kinetostatic model. Finally, the impact of the parameters of the flexure hinge on the mapping matrix is examined to offer insights into minimizing undesired displacements, providing valuable guidance for optimizing the micromanipulator's performance.

摘要

提出了一种新型的具有两个平移自由度和两个旋转自由度的2PRS-2PSS(P表示棱柱副,R表示转动铰链,S表示球铰链)柔顺并联微操作器,并依次建立和分析了其柔顺模型和静动力学模型。首先,采用柔顺矩阵法(CMM)建立了用于描述该微操作器柔顺性的解析模型。通过与有限元分析结果对比,验证了该解析模型的准确性,并研究了各种尺寸和结构参数对柔顺行为的影响。随后,将微操作器视为等效弹簧系统,基于已建立的柔顺模型推导其控制方程。从该方程中,导出了将输入力与输出位移相关联的静动力学模型。通过在特定运动轨迹下将解析结果与有限元模拟结果进行比较,对该模型进行了验证,结果表明最大相对误差为6.18%。这种高度一致性验证了静动力学模型的准确性。最后,研究了柔性铰链参数对映射矩阵的影响,以深入了解如何最小化不期望的位移,为优化微操作器的性能提供有价值的指导。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/6ca4/11052017/2508362a8753/micromachines-15-00526-g001.jpg

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