Multi-Degrees of Freedom System and Hydrodynamic Principle

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Abstract

A system with one degree of freedom is far from reality, because we do not take into account all the degrees of freedom. In order to be close to the reality, it is necessary to use a system with several degrees of freedom. Efforts in this chapter are concentrated to the study of multi-degrees of freedom system, whether for a free undamped and forced damped system, by detailing the modal superposition method as well as a coupled coordinates. We finish the chapter with hydrodynamic study using Hozner method as well as some applications.
多自由度系统与流体动力学原理
一个自由度的系统与现实相去甚远,因为我们没有考虑到所有的自由度。为了接近现实,有必要使用具有多个自由度的系统。本章的重点是研究多自由度系统,无论是自由无阻尼系统还是强制阻尼系统,详细介绍了模态叠加方法和耦合坐标。本章最后用Hozner方法进行了流体力学的研究,并给出了一些应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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