モデルについて

テクニカルレポート

前へ | 偏微分方程式解法用のメッシュ生成トップへ | 次へ

2. モデル

$\Omega$$\QTR{Bbb}{R}^{2}$中の 閉領域とし、MATHを その境界とする。今、MATH$\Gamma$の 一部とし、次の条件を満たすものとする。

本レポートでは次の2次元Helmholtz方程式について考える。

 

(1)

ここにMATHであり、 MATHとする。また $f$$u$$\Omega$上で、一方、 $g_{D}$(ディリクレ型境界条件)は $\Gamma_{D}$上で、 $g_{N}$(ノイマン型境界条件)は$\Gamma_{N}$ 上でそれぞれ定義されるものとする。


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