2001•Chinese Quarterly of MechanicsRequires access

On Lie Symmetries and Noether Symmetries of Nonholonomic Systems

Wu Run-Heng

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Abstract

Considering Lie symmetries and Noether symmetries of nonholonomic systems, the nonholonmic mechanical variable mass systems with chetaev's and non-Chetaev's type contraints were studied. The relations between Lie symmetries and Noether symmetries of the nonholonomic systems are given.

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Considering Lie symmetries and Noether symmetries of nonholonomic systems, the nonholonmic mechanical variable mass systems with chetaev's and non-Chetaev's type contraints were studied. The relations between Lie symmetries and Noether symmetries of the nonholonomic systems are given.

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Available abstract

Considering Lie symmetries and Noether symmetries of nonholonomic systems, the nonholonmic mechanical variable mass systems with chetaev's and non-Chetaev's type contraints were studied. The relations between Lie symmetries and Noether symmetries of the nonholonomic systems are given.

Key concepts: Noether's theorem, Nonholonomic system, Homogeneous space, Mathematical physics, Lie group, Mathematics, Physics, Pure mathematics

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