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原文传递 Optimal Collocation of Three Kinds of Bragg Breakwaters for Bragg Resonant Reflection by Long Waves
题名: Optimal Collocation of Three Kinds of Bragg Breakwaters for Bragg Resonant Reflection by Long Waves
其他题名: Dalrymple,R.A.,and Kirby,J.T.(1986)."Water waves over ripples."J.Waterway,Port,Coastal,Ocean Eng.,10.1061/(ASCE)0733-950X(1986)112:2(309),309-319.
正文语种: 英文
作者: Huan-Wen Liu
关键词: Bragg breakwater;Artificial bars;Bragg resonance;Water wave reflection;Optimal collocation curves
摘要: It is well known that, for a series of submerged artificial bars uniformly distributed in the coastal region parallel to the coastline, if the wavelength of the incident wave train is twice that of the bar distance, Bragg resonant reflection occurs. In this paper, three closed-form analytical solutions for linear long-wave reflection for bars with triangular shape, rectified cosinoidal shape, and idealized trapezoidal shape are presented. These analytical solutions show that the magnitude of the peak Bragg resonant reflection still depends on three bar parameters, which are the bar number, the dimensionless bar height, and the dimensionless bar width. Based on intensive analysis of the relations among these parameters, three sets of optimal curves to determine the optimal collocation of the three types of artificial bars are established, which may be very significant in the study of Bragg resonance and in the fundamental design of Bragg breakwaters.
出版年: 2015
论文唯一标识: P-108Y2015V141N03003
英文栏目名称: Technical Papers
doi: 10.1061/(ASCE)WW.1943-5460.0000278
期刊名称: Journal of Waterway, Port, Coastal, and Ocean Engineering
拼音刊名(出版物代码): P-108
卷: 141
期: 03
页码: 31-47
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