振荡水柱波能转换器模型中尺度对气流和压力的影响

Aggelos S. Dimakopoulos , Mark J. Cooker , Tom Bruce
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引用次数: 18

摘要

本文研究了波浪与振荡水柱(OWC)波能转换器(WEC)相互作用时空气可压缩性的影响。数学模型包括气相的热力学方程和水相的势流方程。考虑了具有线性功率起飞(PTO)响应的简单三维OWC几何结构,并对热力学和势流方程进行了线性化。对线性化方程组的分析揭示了一个无因次系数,我们称之为“压缩数”。通过模拟弹簧-阻尼响应,并考虑空气可压缩性对波浪相互作用过程的附加影响,将流势分解为散射和辐射分量。我们使用这些概念来描述空气可压缩性效应在OWC内部的相对重要性,并为OWC物理模型中的尺度效应的进一步研究推导出新的尺度关系。该方法的预测通过大规模实验数据进行了验证,其中压缩效应是明显的,并且将该方法进一步应用于现实的OWC几何结构,以证明这些效应对原型规模的重要性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The influence of scale on the air flow and pressure in the modelling of Oscillating Water Column Wave Energy Converters

In this work, air compressibility effects are investigated during wave interaction with an Oscillating Water Column (OWC) Wave Energy Converter (WEC). Mathematical modelling includes a thermodynamic equation for the air phase and potential flow equations for the water phase. A simple three dimensional OWC geometry with a linear Power Take Off (PTO) response is considered and both the thermodynamic and potential flow equations are linearised. Analysis of the linearised system of equations reveals a nondimensional coefficient which we name “compression number”. The flow potential is decomposed into scattering and radiation components, using an analogue of spring-dashpot response and taking into account the additional effects of air compressibility to wave interaction processes. We use these concepts to characterise the relative importance of the air compressibility effects inside the OWC and to derive novel scaling relations for further investigation of scaling effects in OWC physical modelling. The predictions of the methodology are validated against large scale experimental data, where compressibility effects are evident and further application of the methodology to a realistic OWC geometry is used to demonstrate the importance of these effects to prototype scale.

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