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Numerical calculation method for the optimum wave energy absorption configuration based on the variation of Kochin function

机译:基于Kochin函数变化的最佳波浪能量吸收构型的数值计算方法

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This report is about a numerical calculation method for the wave energy absorption of a floating 2D cylinder. The least condition for the complete energy absorption by making use of an oscillating cylinder in waves is that the floating cylinder has to be wave-free on one side direction when it is forced to oscillate in a given motion mode. The radiated wave amplitude can be expressed by the Kochin function. Based on the relation between the small deformation of the floating body's profile and the Kochin function, the numerical calculation method which satisfies the complete energy absorption condition by changing the configuration step by step is derived. Some numerical examples are demonstrated.
机译:该报告是关于浮动2D圆柱体的波能量吸收的数值计算方法。通过以波浪形式使用振荡圆柱体来完全吸收能量的最小条件是,当浮动圆柱体被迫以给定的运动模式振荡时,该浮动圆柱体必须在一侧方向无波动。辐射波幅度可以用科钦函数表示。根据浮体轮廓的小变形与Kochin函数之间的关系,推导了通过逐步改变结构来满足完全能量吸收条件的数值计算方法。列举了一些数值例子。

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