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Watt-Ⅰ型六杆刚体导引机构的解域综合方法 被引量:4

Solution-region synthesis approach of a Watt-Ⅰ six-bar rigid-body guidance mechanism
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摘要 给出了Watt-I型六杆机构尺寸综合的一种新方法.该方法对于刚体有限分离四位置问题通过建立机构解域,最终能够得到满足给定设计条件的全部可行解.本文首先给出解曲线公式,并介绍解曲线的映射和构成平面解域的方法.然后给出该类型机构的回路与分支缺陷判定方法.通过缺陷判定得到无缺陷的机构解可行域,从而使设计者能够得到满足更多设计要求的更优机构,避免选择机构的盲目性,提高设计效率.最后,通过综合示例说明本文所提出方法的综合过程,证明了方法的实用性和有效性. A new approach of dimensional synthesis is introduced for Watt-I six-bar rigid-body guidance mechanisms. Through establishing the mechanism solution-region,this approach can get all feasible solutions for the finite separated four-position problem of the rigid-body in the end. This paper firstly gives the solution-curve formula and recommends the methods of solution-curve mapping and forming plane solution-region. After that,a circle and branch defects decision is proposed for this type of mechanism. Through this defect decision,the feasible region of no-defect mechanism solutions is acquired,which makes a designer be able to get much better mechanisms that meet much more design requirements,avoid the blindness of selecting mechanisms and improve the design efficiency. Finally,the synthesis process of the approach presented in this paper is illustrated through a synthesis example,which proves the practicability and effectiveness of this approach.
出处 《工程科学学报》 EI CAS CSCD 北大核心 2015年第5期655-660,共6页 Chinese Journal of Engineering
基金 国家自然科学基金资助项目(51275034)
关键词 导引机构 刚体 求解方法 缺陷判定 可行域 guidance mechanisms rigid bodies solution approach defect decision feasible region
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  • 1褚金奎,郭晓宁.Stephenson六杆机构可动性研究[J].机械工程学报,2004,40(11):26-34. 被引量:5
  • 2Shukla G, Mallik A K. Detection of a crack in six -link planar mechanisms [J]. Mechanisms and Machine Theory, 2000, 35 (7) : 911 -926.
  • 3Chase T R, Mirch J A. Circuits and branches of single -degree -of- freedom planar linkages [ J ]. Tramactions of the ASME, 1993, 115(2) : 223 -231.
  • 4Mirch J A, Chase T R. Circuit analysis of Watt chain six - bar mechanisms [ J ]. Transactions of the ASME, 1993, 115 (2) : 214 - 222.
  • 5Tai C C, Wang L T, On the dead - center position analysis of Stcphenson six - bar linkage [J]. Journal Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 2006, 220 (9) : 1 393 - 1 404.
  • 6Watanabe K, Funabashi H. Kinematic analysis of Stephenson six -link mechanisms[J]. Bull The Japan Society of Mechanical Engineers , 1984, 27(234) : 2 863 - 2 870.
  • 7Gesselin C M, Sofrioui J. Solutions polynomials au probleme de la cinematique directe des manipulateurs paralleles plans a trois degres de liberte[J]. Mech Mach Theory, 1992, 27:107 - 119.
  • 8王东明.消去法及其应用(数学机械化丛书)[M].北京:科学出版社,2004.
  • 9Hain K.Applied kinematics[M].New York:McGrawHill,1967.
  • 10Denavit J,Hartenberg R S,Raft R,et al.Velocity,Acceleration,and Static Force Analysis of Spatial Linkages[J].ASME Journal of Applied Mechanics,1965,32:903-910.

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