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- W1509089478 abstract "In this paper we study the higher-order differential variational principle and differential equations of motion for mechanical systems in event space. Based on the higher-order d’Alembert principle of the system, the higher-order velocity energy and the higher-order acceleration energy of the system in event space are defined, the higher-order d’Alembert–Lagrange principle of the system in event space is established, and the parametric forms of Euler–Lagrange, Nielsen and Appell for this principle are given. Finally, the higher-order differential equations of motion for holonomic systems in event space are obtained." @default.
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- W1509089478 date "2014-01-01" @default.
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- W1509089478 title "Higher-order differential variational principle and differential equations of motion for mechanical systems in event space" @default.
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