Gao Pu-yun, Guo Zhong-heng. Lagrange Equation of Another Class of Nonholonomic Systems[J]. Applied Mathematics and Mechanics, 1991, 12(8): 679-684.
Citation:
Gao Pu-yun, Guo Zhong-heng. Lagrange Equation of Another Class of Nonholonomic Systems[J]. Applied Mathematics and Mechanics, 1991, 12(8): 679-684.
Gao Pu-yun, Guo Zhong-heng. Lagrange Equation of Another Class of Nonholonomic Systems[J]. Applied Mathematics and Mechanics, 1991, 12(8): 679-684.
Citation:
Gao Pu-yun, Guo Zhong-heng. Lagrange Equation of Another Class of Nonholonomic Systems[J]. Applied Mathematics and Mechanics, 1991, 12(8): 679-684.
Lagrange Equation of Another Class of Nonholonomic Systems
1.
Dept. of Math., Xiangtan Normal School, Hu’nan;
2.
Dept. of Math., Peking University, Beijing
Received Date: 1990-10-24
Publish Date:
1991-08-15
Abstract
Using the method of [1], the present paper derives the Lagrange equation without multipliers for another class of first-order nonholonomic dynamical systems by means of variational principle. This kind of equations is also new.
References
[1]
高普云、郭仲衡,一类非完整力学系统的Lagrange方程、应用数学和力学.12(5) (1991).
[2]
郭仲衡、高普云,关于经典非完整力学,力学学报,22(2)(1990),185-190
[3]
梅凤翔,《非完件系统力学基础》,北京工业学院出版社,北京(1985).
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