• CN:11-2187/TH
  • ISSN:0577-6686

›› 2010, Vol. 46 ›› Issue (7): 48-56.

• 论文 • 上一篇    下一篇

自动倾斜器不旋转环操纵机构等效并联机构尺寸优化分析

杨育林;樊少帅;杜雄;郭希娟   

  1. 燕山大学机械工程学院;燕山大学极端条件下机械结构和材料科学国防重点学科实验室
  • 发布日期:2010-04-05

Analysis on Size Optimization of Equivalent Parallel Mechanism of Stationary Ring of Swashplate

YANG Yulin;FAN Shaoshuai;DU Xiong;GUO Xijuan   

  1. College of Mechanical Engineering, Yanshan University Key Laboratory of Fundamental Science of Mechanical Structure and Materials Science under Extreme Conditions for National Defense, Yanshan University
  • Published:2010-04-05

摘要: 对直升机自动倾斜器不旋转环操纵机构的等效并联机构——1-RRS-3-SPS-1-PS机构进行机构位形分析,利用虚设机构法求出机构的影响系数矩阵,采用影响系数法和微分法分别求出机构的输入速度和输入加速度仿真曲线,验证了影响系数矩阵的正确性。同时利用速度、加速度和惯性力等全域性能指标,在同时考虑到机构杆件的尺寸、质量等因素情况下,分析1-RRS-3-SPS-1-PS机构的动力学性能,绘出上述指标的性能图谱,得到该杆件尺寸和动力学性能的关系变化趋势,同时也得到了所讨论的机构范围内性能较好的机构尺寸。利用Matlab软件对机构进行实体仿真,验证了速度、加速度和惯性力全域性能指标理论的正确性和可行性。

关键词: 1-RRS-3-SPS-1-PS机构, 惯性张量, 全域性能指标, 影响系数矩阵

Abstract: The configuration of equivalent parallel mechanism of stationary ring of helicopter swashplate, 1-RRS-3-SPS-1-PS mechanism, is analyzed, then the mechanism’s influence coefficient matrices are obtained by using virtual mechanism method, and their validity through simulation curves of input speed and acceleration derived from influence coefficient method and differential coefficient method is testified. Considering the dimension and mass, the dynamics performance of the 1-RRS-3-SPS-1-PS parallel mechanism is also analyzed with global performance indices of velocity and acceleration and inertia force, and the performance atlases about variation trend of the relationship between the dimension and dynamics performance are obtained. Simultaneously, the best mechanism’s sizes which make the mechanism’s dynamic performance to be best are obtained through analyzing the performance atlases. The correctness and feasibility of the global performance indices are validated through entity simulation by means of Matlab.

Key words: 1-RRS-3-SPS-1-PS mechanism, Global performance indicators, Inertia tensor, Influence coefficient matrix

中图分类号: