Form invariance and Lie symmetry of variable mass nonholonomic mechanical system

Author:

Jian-hui Fang,Pei-sheng Chen,Jun Zhang

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Mechanical Engineering,Mechanics of Materials

Reference18 articles.

1. Noether A E. Invariant variantions problem[J].Nachr Akad Wiss Göttingen Math Phys, 1918, (2):235–257.

2. Lutzky M. Dynamical symmetries and conserved quantities[J].J Phys A, 1979,12(7):973–981.

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

4. Li Ziping.Classical and Quantum Constrained System and Their Symmetrical Properties[M]. Beijing University of Industry Press, Beijing, 1993. (in Chinese)

5. Zhao Yaoyu, Mei Fengxiang. On symmetry and invariant of dynamical system[J].Advances in Mechanics, 1993,23(3):360–372. (in Chinese)

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