EQUATIONS OF MOTION OF VARIABLE MASS IN HIGH-ORDER NON-HOLONOMIC MECHANICAL SYSTEM

Applied Mathematics and Mechanics (English Edition) ›› 1985, Vol. 6 ›› Issue (12): 1195-1204.

EQUATIONS OF MOTION OF VARIABLE MASS IN HIGH-ORDER NON-HOLONOMIC MECHANICAL SYSTEM

赵关康¹, 赵跃宇²

1. Shanghai Textile Engineering College, Shanghai;
2. Xiangtan University, Hunan

收稿日期:1984-10-26 出版日期:1985-12-18 发布日期:1985-12-18
通讯作者: Fan Ta-chung

EQUATIONS OF MOTION OF VARIABLE MASS IN HIGH-ORDER NON-HOLONOMIC MECHANICAL SYSTEM

Zhao Guan-kang¹, Zhao Yue-yu²

1. Shanghai Textile Engineering College, Shanghai;
2. Xiangtan University, Hunan

Received:1984-10-26 Online:1985-12-18 Published:1985-12-18

摘要/Abstract

摘要： The paper establishes the universal D’Alembert’s principle in variable mass mechanical system. Then derives the different kinds of the differential equations of variable mass in high-order non-holonomic mechanical system.Finally, the applications for example are illustrated by these new equations.

关键词: maximal element, family of G_B-majorized mappings, product G-convex space

Abstract: The paper establishes the universal D’Alembert’s principle in variable mass mechanical system. Then derives the different kinds of the differential equations of variable mass in high-order non-holonomic mechanical system.Finally, the applications for example are illustrated by these new equations.

Key words: maximal element, family of G_B-majorized mappings, product G-convex space

赵关康;赵跃宇. EQUATIONS OF MOTION OF VARIABLE MASS IN HIGH-ORDER NON-HOLONOMIC MECHANICAL SYSTEM[J]. Applied Mathematics and Mechanics (English Edition), 1985, 6(12): 1195-1204.

Zhao Guan-kang;Zhao Yue-yu. EQUATIONS OF MOTION OF VARIABLE MASS IN HIGH-ORDER NON-HOLONOMIC MECHANICAL SYSTEM[J]. Applied Mathematics and Mechanics (English Edition), 1985, 6(12): 1195-1204.

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EQUATIONS OF MOTION OF VARIABLE MASS IN HIGH-ORDER NON-HOLONOMIC MECHANICAL SYSTEM

EQUATIONS OF MOTION OF VARIABLE MASS IN HIGH-ORDER NON-HOLONOMIC MECHANICAL SYSTEM

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