Chaotic Dynamics Analysis Ship Motions

机译：混沌动力学分析船的运动

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Ship motions in wave can be described by the Lienard- Equation. Compared with several basic forms of Lienard-Equation, ship motions' equations with coupling terms or different nonlinear factors are considered. By analyzing the results in studying ship motion's chaotic dynamics, it is concluded that ship motion's chaotic characteristics are largely influenced by nonlinear factors or coupling effect among different freedoms' motion.

机译：船舶在波浪中的运动可以用Lienard方程描述。与Lienard方程的几种基本形式相比，考虑了具有耦合项或不同非线性因子的船舶运动方程。通过对船舶运动混沌动力学研究结果的分析，可以得出结论：船舶运动的混沌特性很大程度上受非线性因素或不同自由运动之间的耦合效应的影响。

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来源
《Ship Design, Production and Operation》|2007年|502-506|共5页
会议地点 Harbin(CN)
作者
Ho-young Lee; rnHu-xin Zhang; rnYoung-jun Shin; rnSeok Kyun Noh; rnDong-ho Lee;
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作者单位

Jianjun Hou@Navigation College, Dalian Maritime University, Dalian, Liaoning, China--Feng Cai@Navigation Dept. of Dalian Naval Academy, Dalian, Liaoning, China--Aiguo Shi@Navigation Dept. of Dalian Naval Academy, Dalian, Liaoning, China--Lin Wan@Navigation Doctor Team of Dalian Naval Academy, Dalian, Liaoning, China--;

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会议组织
原文格式 PDF
正文语种 eng
中图分类船舶工程;
关键词
ship motion; chaotic; nonlinear; hydrodynamics;

机译：船舶运动;混沌;非线性;流体动力学;

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2. Stochastic analysis of coupled heave-roll ship motion using the domain decomposition chaotic radial basis function [J] . Bahmyari Ehsan, Khedmati Mohammad Reza, Soares C. Guedes Ocean Engineering . 2017,第auga1期

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3. Quasi-chaotic behaviors of narrow-band response of a non-deterministic resonant system: Application to analysis of ship motion in irregular seas [J] . Ueno K., Fan C. Japan journal of industrial and applied mathematics . 2013,第1期

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4. Chaotic Dynamics Analysis Ship Motions [C] . AsiaLink-EAMARNET International Conference on Ship Design, Production Operation . 2007

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5. A study of regular and chaotic motions of dynamical systems in low dimension. [D] . Hong, Wien. 1997

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7. Ship's Rolling Motion Analysis from the Nonlinear Dynamics Point of View-II : Ship Motion in Wind Waves by Global Theory of Nonlinear Ordinary differential Equations [O] . Rihei KAWASHIMA 1990

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Chaotic Dynamics Analysis Ship Motions

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