土木学会論文集B2(海岸工学)
Online ISSN : 1883-8944
Print ISSN : 1884-2399
ISSN-L : 1883-8944
MPS法におけるDelaunay三角形分割法によるポリゴン型壁境界モデルの開発
佐々木 智小笠原 敏記
著者情報
ジャーナル フリー

2012 年 68 巻 2 号 p. I_856-I_860

詳細
抄録

Tsunami overflow is complicated phenomena to include various kinds of debris. In experiments, it spends for long time and is not economical. Therefore, a high-precision numerical simulation is required to understand interaction between fluids and solids. MPS (Moving Particle Semi-implicit) method is one of Lagrangian method. It is possible to simulate an incompressible fluid with complicated free water surface and to analyze multi-physics. However, because both fluids and solids are considered particles, an enormous amount of particle is necessary in the case of a large-scale simulation. Especially, because there is need for using many particles on wall boundary, both time and labor are required. In this study, we propose wall boundary model of polygon type and reduce the time cost. Further, we try to simulate complicated phenomena using the polygon boundary and prove appropriate results.

著者関連情報
© 2012 公益社団法人 土木学会
前の記事 次の記事
feedback
Top