Abstract
三次元線形弾性境界値問題の一般的な一数値解法,すなわち,間接仮想境界積分法についてのべている.これは,閉正則曲面に有界連続なベクトル密度関数を配布する間接境界積分法と,積分方程式の近似数値解法に起因する境界およびその近傍での解析精度の低下と言う欠点を改めた仮想境界法を併用した方法である.二,三の有限な三次元弾性体の軸対称問題を例として,その有用性を示している.
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