Mathieu失稳条件下桅杆浮标耦合运动的实验研究

T. Iseki, Peng Xu
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引用次数: 4

摘要

为了研究mathieu型失稳的发生,进行了一系列的实验。本研究的主要目的是利用自参数激振振荡作为波能转换器。本文的研究对象是二自由度桅杆浮标型点吸振器的自参数激振问题。建立了带有压载控制系统的小型浮筒模型,并进行了基于mathieu型失稳的模型实验,实现了浮筒的大振荡运动。压载控制系统安装在浮筒模型中,压载的垂直运动产生一定的俯仰自然周期变化。利用控制系统,测量了在升沉谐振周期下的规则波俯仰运动。在一些实验中,观察到大的俯仰运动是突然发生的,并且时间历史表现出与理论的mathieu型不稳定性不同的激励模式。在模型实验的基础上,结合mathieu型失稳理论,讨论了大俯仰运动的发生。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Experimental Study on Coupled Motions of a Spar-Buoy Under Mathieu Instability
A series of experiments were carried out to investigate the occurrence of the Mathieu-type instability. The main objective of this study is utilization of an auto-parametrically excited oscillation for wave energy converters. In this paper, the subject is the auto-parametrically excited oscillation of a spar-buoy type point absorber with two degrees of freedom. A small spar buoy model with a ballast controlling system was made and the model experiments were conducted to realize the large oscillating motion based on the Mathieu-type instability. The ballast controlling system is installed in the buoy model and the vertical movement of the ballast produces a certain change of the pitching natural period. Using the controlling system, the pitching motion in regular waves under the heave resonant period was measured. In some experiments, it was observed that the large pitching motion occurred suddenly, and the time histories showed different excitation pattern from the theoretical Mathieu-type instability. Based on the model experiments and considerations of the theory of Mathieu-type instability, the occurrence of the large pitching motion is discussed.
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