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微柔顺装置及其力学分析 被引量:2

Micro Remote Center Compliance And Mechanical Behavior
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摘要 根据微装配及柔性铰链的特点 ,提出了微柔顺装置 (MRCC ,MicroRemoteCenterCompliance)并对其进行了力学分析。由平衡方程和几何相容条件推导出了三个重要的设计参数———位移刚度Kx、角位移刚度K 和中心距L的表达式。讨论并示例了柔性铰链的刚度系数、结构参数、位置参数对Kx、K 和L的影响 ,分析结果表明 ,位置参数中的转角θ对Kx、K 和L影响最大 ,而且要同时获得Kx、K 和L的最佳值是不可能的 ,只能在设计微RCC时综合考虑 ,选择合适的θ值。 MRCC(Micro Remote Center Compliance) is proposed to meet the requirement of micro assembly operation and the mechanical behavior is investigated. According to mechanical equilibrium equations and geometric compatibility, three important parameters, namely lateral stiffness K x, rotational stiffness K  and distance L, are derived. The influences of the stiffness coefficients, structural parameters and position parameters of flexible hinge on the K x, K  and L are discussed. The analyses indicate that θ, one of the position parameters, has the most remarkable influences on K x, K  and L, and the three can not reach to the optimum values simultaneously. The determination of θ ought to be considered based on a synthetic compromise of the three in design of MRCC.
机构地区 西安交通大学
出处 《应用力学学报》 CAS CSCD 北大核心 2004年第4期122-124,共3页 Chinese Journal of Applied Mechanics
基金 陕西省自然科学研究基金资助项目 (2 0 0 2E2 0 7)
关键词 柔性铰链 柔顺装置 微柔顺装置 微装配 flexible hinge, remote center compliance, micro remote center compliance, micro assembly.
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参考文献3

  • 1Sturges R H, Laowattana S., Design of an orthogonal compliance for polygonal peg insertion[J].ASME Journal of Mechanical Design, 1996, 118:106-114
  • 2Whitney D E, Rourke J M., Mechanical behavior and design equations for elastomer shear pad remote center compliances[J]. ASME Journal of Dynamic Systems, Measurement and Control, 1986, 108:223-232
  • 3Asada H,Kakumoto Y., The dynamic RCC hand for high-speed assembly[A]. IEEE Int. Conf. On Robotics and Automation[C]. 1988:120-125

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