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A general exact transformation of body-force volume integral in BEM for 2D anistropic elasticity

机译:BEM中二维体弹性的体力体积积分的一般精确变换

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In a previous study (Zhang, Tan and Afagh, 1995), the present authors successfully transformed the body-force volume integrals in BEM for 2D anisotropic elasticity, to bound- ary ones. This restores the BEM as a truly boundary solution process for treating anisotropic bodies involving body forces. However, the formulation is valid only for problem domains Which are geometrically convex and simply connected. This Paper presents a general and exact transformation of the body- Force volume integrals in BEM to line integrals for 2D aniso- Tropic elasticity, in which the above-mentioned restriction on The geometry of the domain is eliminated. The successful imple- Mentation of the formulations is demonstrated by three practical Examples.
机译:在先前的研究中(Zhang,Tan和Afagh,1995年),目前的作者成功地将BEM中二维各向异性弹性的体力体积积分转换为边界值。这使BEM恢复为用于处理涉及体力的各向异性体的真正边界解决方法。但是,该公式仅对几何凸形且简单连接的问题域有效。本文提出了BEM中体力体积积分到二维各向异性弹性线积分的一般且精确的转换,其中消除了对域几何形状的上述限制。三个实例说明了配方的成功实施。

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