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《Journal of North China University of Technology》 1988-02
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On Integra1 Variational Principles in the Velocity Space

Huang Zhaodu(Department of Architecture)  
In this paper, two kinds of integral variational principles in the velocity space are presented. The condition of existing stationary value of the functional and the characteristic of the stationary value are discussed. Finally, the applications of variational principles in the velocity space to elastodynamics are discussed.
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【Citations】
Chinese Journal Full-text Database 1 Hits
1 Ню Цин-пин(шанъбунскцц иолцтехнццескцц цнстцтут);ОСНОВНЫЕ ДИФФЕРЕНИАЛЫЕ ПРИНЦИПЫ И УРАВНЕНИЯ ДВИЖЕНИЯ МЕХАНИЧЕСКИХ СИСТЕМ С НЕГОЛОНОМНЫМИ СВЯЗЯМИ В КЛАССИЧЧЕСКОЙ МЕХАНКЕ[J];Acta Mechanica Sinica;1964-02
【Co-citations】
Chinese Journal Full-text Database 10 Hits
1 Mei Fengxiang Wu Huibin Zhang Yongfa (College of Science and Technology, Beijing Institute of Technology, Beijing, 100081);RESEARCH ADVANCE IN DYNAMICS OF CONSTRAINED SYSTEMS[J];Acta Armamentarii;2000-S1
2 Mci Fengxiang;On the Generalized Chaplyqins Eqvations of the Mechanical Systems With Non-holonomic Constraints of Arbitrary Order[J];Journal of Beijing Institute of Technology;1981-02
3 Mei Fengxiang, Liu Guilin ( Department of Applied Mechanics );DYNAMICS OF THE RELATIVE MOTION OF NON-LINEAR NON-HOLONOMIC MECHANICAL SYSTEMS[J];Journal of Beijing Institute of Technology;1986-01
4 Mei Fengxiang ( Department of Applied Mechanics );APPELL EQUATIONS FOR MECHANICAL SYSTEMS WITH CONSTRAINTS DEPENDING ON THE PROCESS OF MASS VARIATION[J];Journal of Beijing Institute of Technology;1986-04
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8 QIAO Yongfen1,ZHANG Yaoliang2,HAN Guangcai2(1.Engineering College of Northeast Agricultural Unviersity,Harbin,150030,China;2.Second Department,Harbin Engineering University,Harbin,15000,China);Lie Symmetries and Conserved Quantities of Poincaré-Chetaev Equations In Generalized Classical Mechanics[J];Journal of Changsha University;2002-04
9 Chen Liqun;Wang Tieguang;Generalized Mac-Millan's Equations for Controllable Variable-Mass Systems[J];;1992-01
10 LIANG Jing\|hui (Dept of Physics,Shanxi Normal University, Linfen 041004, China);NOETHER'S THEOREM FOR NONHOLONOMIC SYSTEMS OF VARIABLE MASS IN EVENT SPACE[J];JOURNAL OF GANSU SCIENCES;2000-01
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