境界要素法에 依한 微小振幅波의 數置解析(1)

Abstract

Potential 문제에 관한 境界要素法의 理論的 背景을 紹介하고 徵小振幅波 理論에 根據한 境界條件을 준 波浪問題를 解析하는데 적용 하였다.

計算의 信賴度를 檢證하기 위하여 一定한 水深에서의 進行波 및 値 壁에 의해서 完全 ?飾撚풔? 重複波에 대한 結果와 比較 考察하였고 이러한 방법으로 보다 完全한 波浪 理論의 적용에 관한 可能性을 提案하였다.

The analytical procudere of the boundary element method on potential problems is introduced and the method is used to analyze the wave problem which has the boundary condition based on the small amplitude wave theory.

The accuracy of the computational scheme is investigated by comparing the results of progressive wave and standing wave on two dimensional (x-z plane) constant depth and the possibility about analyzing more complicated water wave theories using this method is discussed.

The analytical procudere of the boundary element method on potential problems is introduced and the method is used to analyze the wave problem which has the boundary condition based on the small amplitude wave theory.

The accuracy of the computational scheme is investigated by comparing the results of progressive wave and standing wave on two dimensional (x-z plane) constant depth and the possibility about analyzing more complicated water wave theories using this method is discussed.