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机械系统动力学建模的联结方法──(Ⅱ)联结方法与拉格朗日法 被引量:3

The Connection Approach to Dynamics Modeling of Mechanical Systems (Ⅱ) The Connection Approach and the Lagrange Method
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摘要 引入了位移联结、速度联结和加速度联结,从而使联结理论适用于非线性机械系统的动力学建模。为机械系统动力学建模提供了一种新的方法,也为联结理论在其它领域的完善和发展提供了参考和借鉴。将联结方法与拉格朗日法进行了对比,证明了联结方法的正确性,也显示了联结方法的优越性。 The displacement connection, the velocity connection and the acceleration connection are introduced to expand the theory of connection(TC) into dynamics modeling of nonlinear mechanical systems. This paper presents a new formulation for dynamics modeling of mechanical systems, and this achievement can be used as a reference to expand the TC into other fields. This paper also compares the connection approach with the Lagrange method to demonstrate the validity and advantage of the connection approach.
出处 《机械科学与技术》 CSCD 北大核心 1998年第2期177-179,共3页 Mechanical Science and Technology for Aerospace Engineering
基金 西安交通大学机械制造系统国家重点实验室开放基金
关键词 机械系统 动力学 建模方法 联结系统 非线性 Mechanical system Dynamics Modeling method Connection
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参考文献4

  • 1Bjфrke ф The Theory of Connections--Toward a Manufacturing Systems Theory.Scientific Systems Theories for Machine Ensineering-Stockholm,Sweden,1990; Manufacturing Systems Theory:A Geometric Approach of Connection.Tapir Publishers-Trondheim.1995.
  • 2Kim S S and Vanderploeg M J. A General and Efficient Method for Dynamic Analysis of Mechanical Systems Using Velocity Transformations, Transactions of the ASME, 1986, 108:176-182.
  • 3Rosenberg R M, Analytical Dynamics of Discrete Systems. Nork York: Pleura Press, 1977.
  • 4Wang K S, Hu X C and Yan J Q. A System Approach to Modeling of Complex Mechanical systems. International Conference on Manufacturing Science, Shanghai,China, 1996.

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