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A geometric framework for time-dependent mechanical systems with unilateral constraints 被引量:1

A geometric framework for time-dependent mechanical systems with unilateral constraints
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摘要 The description of modern differential geometry for time-dependent Chetaev nonholonomic mechanical systems with unilateral constraints is studied. By using the structure of exact contact manifold, the geometric framework of time- dependent nonholonomic mechanical systems subject to unilateral nonholonomic constraints and unilateral holonomic constraints respectively is presented. The description of modern differential geometry for time-dependent Chetaev nonholonomic mechanical systems with unilateral constraints is studied. By using the structure of exact contact manifold, the geometric framework of time- dependent nonholonomic mechanical systems subject to unilateral nonholonomic constraints and unilateral holonomic constraints respectively is presented.
作者 张毅 梅凤翔
出处 《Chinese Physics B》 SCIE EI CAS CSCD 2006年第1期13-18,共6页 中国物理B(英文版)
基金 Project supported by the National Natural Science Foundation of China (Grant No 10272021), the Natural Science Foundation of High Education of Jiangsu Province, China (Grant No 04KJA130135) and the "Qing Lan" Project Foundation of Jiangsu Province, China.
关键词 analytical mechanics TIME-DEPENDENT unilateral constraint differential geometry analytical mechanics, time-dependent, unilateral constraint, differential geometry
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  • 1Nwogu O.1993: Alternative form of Boussinesq Equations for Nearshore Wave Propagation, J.Waterway, Port , Coastal & Ocean Eng[].American Society of Continuing Education.
  • 2Radder A. C.1979: On the parabolic equation Method for Water-wave Propagation, J[].Journal of Fluid Mechanics.

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