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Comparative study of full state variables and time-delay coordinates OGY chaos control for bi-stable vortex induced vibration energy harvesters

机译:全态变量和时滞时间延迟耦合对双稳态涡流诱导振动能量收割机的ogy混沌控制的比较研究

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A bi-stable spring component is proven to be able to improve the utilizable power from a vortex induced vibration (VIV) energy harvesting system at low speed water flows. However, it is also shown that chaotic vibrations might occur and drastically reduce the utilizable power when water flow velocity varies. Hence, an appropriate controller is required to maintain high-energy orbit vibrations when the system experiences chaos. The OGY chaos control method seems to be potential in this case since it only requires a small perturbation in a structural parameter. However, the requirement of a priori knowledge of all state variables makes the control design tedious and cost-expensive. To overcome this shortcoming, the time-delay coordinates have been proposed. As a tradeoff, the design and implementation might become more complicated. This paper carries out a comparative study between the two methods of using the full state variables and the time-delay coordinates to stabilize the chaotic responses of a bi-stable VIV energy harvesting system by means of the OGY method.
机译:经过证明,可以在低速水流动下改善来自涡流诱导的振动(VIV)能量收集系统的可利用电力的双稳定的弹簧部件。然而,还表明,当水流速变化时可能会发生混乱的振动并且大大降低可利用的功率。因此,当系统经历混乱时,需要适当的控制器来维持高能量轨道振动。在这种情况下,ogy混沌控制方法似乎是潜力,因为它只需要在结构参数中的小扰动。然而,所有状态变量的先验知识的要求使控制设计繁琐且成本昂贵。为了克服这种缺点,已经提出了时延坐标。作为权衡,设计和实施可能会变得更加复杂。本文采用了使用全态变量的两种方法与时滞坐标之间的比较研究,通过截至ogy方法稳定双稳态VIV能量收集系统的混沌响应。

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