Lie symmetries and conserved quantities of second-order nonholonomic mechanical system

Author:

Jian-hui Fang

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Mechanical Engineering,Mechanics of Materials

Reference12 articles.

1. LIU Duan. Noether’s theorem and Noether’ in eorem of nonholonomic nonconservative dynamical systems[J].Science in China, Series A, 1990,20(11):1189–1197. (in Chinese)

2. LIU Duan. Noether’s theorem and its inverse of nonholonomic nonconservative dynamical systems [J].Science in China, Series A, 1990,34(2):419–429.

3. ZHAO Yue-yu, MEI Feng-xiang. On symmetry and invariant of dynamical systems.Advances in Mechanics[J]. 1993,23(3):360–372. (in Chinese)

4. Lutzky M. Dynamical symmetries and conserved quantities[J].J Phy A, Math Gen, 1979,12(7): 973–981.

5. ZHAO Yue-yu. Conservative quantities and Lie Symmetries of nonconservative dynamical systems [J].Acta Mechanica Sinica, 1994,26(3):380–384. (in Chinese)

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