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Quasi-chaotic behaviors of narrow-band response of a non-deterministic resonant system: Application to analysis of ship motion in irregular seas

机译:非确定性共振系统的窄带响应的拟混沌行为:在不规则海域船舶运动分析中的应用

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摘要

This paper describes similarities between the narrow-band response of a resonant system excited by random inputs and low-dimensional chaos, with particular emphasis on the geometric characteristics of trajectories reconstructed in m-dimensional phase space from measured scalar time series data with a time-delay coordinate system. In this study, the time series data of ship roll angle in irregular waves were analyzed as an example of the narrow-band response of a resonant system. These time series data were measured by one of the authors in Tokyo Bay. The similarities between the narrow-band response of a resonant system excited by random inputs and low-dimensional chaos are verified by numerical simulation data.
机译:本文描述了由随机输入激发的谐振系统的窄带响应与低维混沌之间的相似性,特别强调了在m维相空间中从测量的标量时间序列数据和时间坐标重建的轨迹的几何特征。延迟坐标系。在这项研究中,以不规则波的船侧倾角的时间序列数据为例,分析了一个共振系统的窄带响应。这些时间序列数据是由东京湾的一位作者测量的。通过数值模拟数据验证了随机输入激发的谐振系统的窄带响应与低维混沌之间的相似性。

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