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Prescribed side-face displacements in the scaled boundary finite-element method

机译:比例边界有限元法中规定的侧面位移

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The scaled boundary finite-element method is a novel semi-analytical technique with unique properties. The method works by weakening the governing differential equations in one coordinate direction through the introduction of shape functions, then solving the weakened equations analytically in the other (radial) coordinate direction. These coordinate directions are defined by the geometry of the domain and a scaling centre. The domain may have two radial boundaries, known as side-faces. This paper details a technique allowing displacements to be prescribed along these side-faces for static problems. This technique significantly extends the range of elasto-static problems to which the scaled boundary finite-element method can be applied.
机译:比例边界有限元方法是一种具有独特性质的新型半分析技术。该方法的工作原理是,通过引入形状函数,在一个坐标方向上弱化控制微分方程,然后在另一(径向)坐标方向上解析地求解弱化的方程。这些坐标方向由区域的几何形状和缩放中心定义。该区域可以具有两个径向边界,称为侧面。本文详细介绍了一种技术,该技术允许针对静态问题沿这些侧面指定位移。该技术极大地扩展了弹性静力学问题的范围,可以应用比例边界有限元方法。

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