Lu Zheqin. REDUCTION OF GENERALIZED CHAPLYGIN''''S EQUATIONS OF NON-HOLONOMIC CONSERVATIVE SYSTEMS IN THE EVENT SPACE BY MEANS ENERGY INTEGRALJ. Transactions of Beijing institute of Technology, 1988, (1).
Citation:
Lu Zheqin. REDUCTION OF GENERALIZED CHAPLYGIN''''S EQUATIONS OF NON-HOLONOMIC CONSERVATIVE SYSTEMS IN THE EVENT SPACE BY MEANS ENERGY INTEGRALJ. Transactions of Beijing institute of Technology, 1988, (1).
Lu Zheqin. REDUCTION OF GENERALIZED CHAPLYGIN''''S EQUATIONS OF NON-HOLONOMIC CONSERVATIVE SYSTEMS IN THE EVENT SPACE BY MEANS ENERGY INTEGRALJ. Transactions of Beijing institute of Technology, 1988, (1).
Citation:
Lu Zheqin. REDUCTION OF GENERALIZED CHAPLYGIN''''S EQUATIONS OF NON-HOLONOMIC CONSERVATIVE SYSTEMS IN THE EVENT SPACE BY MEANS ENERGY INTEGRALJ. Transactions of Beijing institute of Technology, 1988, (1).
REDUCTION OF GENERALIZED CHAPLYGIN''''S EQUATIONS OF NON-HOLONOMIC CONSERVATIVE SYSTEMS IN THE EVENT SPACE BY MEANS ENERGY INTEGRAL
Using energy integral the order of the generalized Chaplygin's equations is reduced, and the more generalized Whittaker's equations are obtained. An example is given to illustrate their applications.
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