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The spring-like air compressibility effect in oscillating-water-column wave energy converters: Review and analyses

机译:振荡水柱波能量转换器中类似弹簧的空气可压缩性效应:回顾与分析

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The oscillating-water-column (OWC) wave energy converter with air turbine has been object of extensive research and development effort, including the deployment of floating and fixed-structure full-sized prototypes into the sea. It consists of a hollow (fixed or floating) structure, open to the sea below the water surface. Wave action alternately compresses and decompresses the air trapped above the inner water free-surface in a chamber, which forces air to flow through a turbine coupled to an electrical generator. The spring-like effect of air compressibility in the chamber is related to the density-pressure relationship. It is known to significantly affect the power performance of the full-sized converter, and is rarely accounted for in theoretical modelling, and even more rarely in physical model testing at reduced scale, as appears from the literature review. Three theoretical models of increasing complexity are analysed and compared: (i) the incompressible air model; (ii) the isentropic process model; (iii) and the (more difficult and rarely adopted) adiabatic non-isentropic process model in which losses due to the imperfectly efficient turbine are accounted for. The air is assumed as a perfect gas. The hydrodynamic modelling of wave energy absorption is based on linear water wave theory. The validity of the various simplifying assumptions, especially in the aero-thermodynamic domain, is illustrated by a case study with numerical results for a fixed-structure OWC equipped with a Wells turbine. Results are shown for regular and irregular waves, and for a theoretical simulation of model testing in wave tank at small scale.
机译:带有空气涡轮机的振荡水柱(OWC)波能转换器已成为广泛研究和开发工作的目标,包括将浮式和固定结构的大型原型部署到海中。它由中空(固定或浮动)结构组成,在水面以下向大海敞开。波浪作用交替压缩和减压腔室内滞留在内部无水表面上方的空气,这迫使空气流经连接到发电机的涡轮机。腔室内空气可压缩性的弹簧状效应与密度-压力关系有关。众所周知,它会严重影响全尺寸转换器的功率性能,并且在理论建模中很少考虑到这一点,而在缩小规模的物理模型测试中则很少见,如文献综述所示。分析并比较了三种增加复杂性的理论模型:(i)不可压缩空气模型; (ii)等熵过程模型; (iii)和(较为困难且很少采用的)绝热非等熵过程模型,其中考虑了由于涡轮效率不高而造成的损失。假定空气为理想气体。波浪能量吸收的流体动力学模型基于线性水波理论。案例研究说明了各种简化假设的有效性,尤其是在空气热力学领域,并通过实例研究了配备Wells涡轮机的固定结构OWC的数值结果。显示了规则和不规则波浪的结果,以及小规模波浪罐中模型测试的理论模拟。

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