The equations of motion for the simplified dynamic NURBS swung surfaces model are derived using the Lagrangian mechanics.
用弹性曲面的拉格朗日动力学推导出了准d - NURBS摆转曲面的运动方程。
The principles of the method, including an account of Lagrangian mechanics, are given in this paper with a number of examples.
本文给出了此方法的原理，包括关于拉格朗日力学的论述，并有一些实例。
Lagrangian analysis method plays an important role in studying dynamic mechanics performance material, especially material constitutive relation.
拉氏分析方法在研究材料的动态力学性能特别是本构关系方面具有重要作用。
Generalized DAlembert-Lagranges principle for non-holonomic mechanics, including its Newtons formulation and Lagrangian formulation, are given. This principle can lead to the closed motion equations.
提出非完整力学的广义达朗贝尔-拉格朗日原理，包括其牛顿表述和拉格朗日表述。此原理能导出态空间封闭的运动方程组。
Generalized DAlembert-Lagranges principle for non-holonomic mechanics, including its Newtons formulation and Lagrangian formulation, are given. This principle can lead to the closed motion equations.
提出非完整力学的广义达朗贝尔-拉格朗日原理，包括其牛顿表述和拉格朗日表述。此原理能导出态空间封闭的运动方程组。
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