CAJ | 학술논문

本文用边界元法建立了非线性理想数值波浪水槽，求解边界积分方程模拟了波浪的生成、传播、变形，并用线性元法对积分方程进行离散求解，得到波浪水槽不同时刻整个波浪场的状态。对计算值和理论解进行了验证，结果表明二者吻合较好，为后续在波浪水槽中模拟极端波浪奠定了基础。
본문용변계원법건립료비선성이상수치파랑수조，구해변계적분방정모의료파랑적생성、전파、변형，병용선성원법대적분방정진행리산구해，득도파랑수조불동시각정개파랑장적상태。대계산치화이론해진행료험증，결과표명이자문합교호，위후속재파랑수조중모의겁단파랑전정료기출。
In this paper, nonlinear ideal numerical wave flume is established by the Boundary Element Method, the wave generation, transmission, deformation are simulated by solving the boundary integral equation, then,integral equations are dispersed and solved by linear element method, the state of the whole wave field of wave flume in the different time is obtained. The calculated value and the theoretical solution is verified, and the results are in good agreement with each other. There is a good foundation that extreme waves can be simulated in wave flume for further research.