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《Natural Science Journal of Harbin Normal University》 1992-01
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GENERALIZED TZENOFF METHOD OF VARIABLE MASS HIGH-ORDER NONLINEAR NONHOLONOMIC SYSTEMS IN NONINERTIAL REFERENCE FRAMES

Luo Shaokai(Henan Shangqiu Normal School) Zhang Konghui(Harbin Normal University)  
This paper constructs the universal D ' Alembert principle of moninertial reference frame of variable mass system in basic form and in the forms of Mangeron and Tzenoff, the kinetic energy function and generalized Tzenoff function. It also, derives generalized Tzenoff equations and integral variational principles of variable mass high-order nonlinear nonholonomic system in the noninertial reference frame.
【Fund】: 河南省自然科学基金
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【Co-citations】
Chinese Journal Full-text Database 10 Hits
1 Gan Hong (Dept.of Civil Eng.,Anhui Instiute of Architecture,Hefei,230022);THE STATUS QUO ANALYSIS AND THE PROSPECTS FOR 21ST CENTURY IN MECHANICS[J];JOURNAL OF ANHUI INSTITUTE OF ARCHITECTURE;2001-02
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3 Mei Fengxiang;GENERALIZED TZENOFF'S EQUATIONS OF NON-HOLONOMIC CONSERVATIVE SYSTEMS IN THE EVENT SPACE[J];Acta Armamentarii;1988-04
4 Liu Duan Mei Fengxiang (Beijing Institute of Technology);GENERALIZED ENERGY INTEGRAL AND GENERALIZED WHITTAKER EQUATIONS OF MECHANICAL SYSTEMS WITH NONHOLONOMIC CONSTRAINTS OF ARBITRARY ORDER[J];Acta Armamentarii;1990-02
5 Mei Fengxiang (Beijing Institute of Technology);APPLICATION OF A FIELD METHOD FOR THE INTEGRATION OF EQUATIONS OF MOTION FOR CHAPLYGIN'S NONHOLONOMIC SYSTEMS[J];Acta Armamentarii;1992-01
6 Chen Liqun (Anshan Institute of Iron & Steel Technology) Wang Tieguang (Northeast University of Technology);GENERALIZED MAC-MILLAN'S EQUATIONS IN TERMS OF QUASI-COORDINATES FOR VARIABLE-MASS SYSTEMS WITH HIGH-ORDER NON-HOLONOMIC CONSTRAINTS[J];Acta Armamentarii;1992-02
7 Shang Mei\ Mei Fengxiang (Department of Applied Mechanics, Beijing Institute of Technology, Beijing,100081);ON THE ALMOST SURE SAMPLE STABILITY OF STOCHASTIC NONHOLONOMIC SYSTEMS[J];Acta Armamentarii;2003-01
8 ZHANG Jun, FANG Jian-hui, CHEN Pei-sheng(Department of Applied Physics, University of Petroleum, Dongying, Shandong 257061, China);Form Invariance of the Nielsen Equation of Variable Mass Mechanical System[J];Acta Armamentarii;2005-02
9 LI Ai-min (College of Applied Science, Beijing University of Technology, Beijing 100022, China);The Canonical Sysmmetry Properties of Holonomic Constrained Generalized Mechanical System[J];Journal of Beijing Polytechnic University;2005-S1
10 Yuan Shi jie;DIFFERENTIAL EQUATIONS OF MOTION FOR NONHOLONOMIC SYSTEMS WITH CONSTANT ROTATIONAL CONSTRAINTS[J];Journal of Beijing Institute of Technology;1985-04
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1 Xu Zhenduo (Tianjing Institute of Urban Construction Tianjing 800:381,P.R.China);Ponderation about Problems in the Motional Analysis of the Rolling Disk on the Horizontal Plane[A];[C];2000
2 Ge Weikuan (Hubei Teachers College 313000);A Question of Application of Hamilton Variational Principle in the Nonholonomic Constrained System[A];[C];2000
3 Zhang Hongbin Gu Shulong (Department of Physics,Chaohu Teachers College Chaohu,238000 China);Noether's Theory of Vacco Systems with Unilateral Constraints[A];[C];2002
4 Luo Shaokai~(1,2) (1.Institute of Mathematical Mechanics and Mathematical Physics,Changsha University Changsha 410003 2.Institute of Mathematical Mechanics and Mathematical Physics,Shangqiu Teachers College Shangqiu 476000);Form Invariance and Conserved Quantities of Lie Symmetries of Rotational Relativistic System[A];[C];2002
5 Du Xinfu (Sichuan Academy of Social Sciences Chengdu 610071);Functional Catastrophe Theory and its Applications in Physical Analytical Mechanics and Economical Analytical Mechanis[A];[C];2002
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Chinese Journal Full-text Database 10 Hits
1 Luo Shaokai (Shangqiu Teachers College, Henan, 476000);Generalized Nielsen Equations of Variable Mass Higher-Order Nonlinear Nonholonomic Systems in Noninertial Reference Frames[J];Journal of Anhui Normal University(Natural Science);1991-04
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