...要信息 关键词 ： 2K-H行星齿轮;参数激励;非线性动力学;动态响应 [gap=953]Keywords : 2K-H planetary;parameter excitation;nonlinear dynamics;dynamic responsezz')" href="#"> ..
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This paper studies on the prediction method of parametric excitation in regular and random longitudinal waves, and investigates the conditions on which the parametric rolling occurs as well as the dynamic characteristics of large amplitude roll motions.
本文主要研究船舶在规则和随机纵浪航行时,参数激励的预报方法,以及船舶发生参数激励横摇的条件及大幅横摇的动力特性。
参考来源 - 纵浪中船舶参数激励非线性随机横摇研究·2,447,543篇论文数据，部分数据来源于NoteExpress
所以，研究参数激励系统的稳定性及其稳定区域(范围)是很重要的。
So the research of the stability of parameter excited system and its range of stability is very important and necessary.
该方程组不仅包含二次及三次非线性项，而且体现了参数激励与外激励的联合作用。
The equations of motion of beam, which includes not only quadratic and cubic nonlinearities but also parametric and forced excitations are derived using Kane's equation.
参数激励双摆属两自由度时变系统，是研究多自由度系统以及弹性体梁参激振动的基础。
Parametrically excited double pendulum belongs to 2 degree freedom time-varying system, it is a basis to study nonlinear dynamics of multi-degree freedom system and elastic beam.
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