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Transient dynamic elastoplastic analysis by the time-domain BEM formulation

机译:通过时域BEM公式进行瞬态动态弹塑性分析

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This paper presents a time-domain BEM formulation applied to the solution of transient dynamic elastoplastic problems. The initial stress approach is adopted to solve the elalstoplasic problem. Linear time variation is assumed for the displacements and initial stress components whereas traction components are assumed to have a constant time variation. Boundary discretization employs linear element ts and the part of the domain where plastic deformation is expected occur is discretized by employing linear triangular cells. Time integrals are computed analytically, boundary integrals are computed numerically and the domain integrals are computed by following a semi-analytic procedure. A numerical example is present and the results are compared with another BEM formulation.
机译:本文提出了一种时域边界元法公式,用于解决瞬态动态弹塑性问题。采用初始应力法来解决弹性错位问题。对于位移和初始应力分量,假定线性时间变化,而对于牵引力分量,则具有恒定的时间变化。边界离散化使用线性元素ts,而预期发生塑性变形的部分区域则通过使用线性三角像元进行离散化。时间积分是通过解析计算的,边界积分是通过数值计算的,而领域积分则通过半解析过程进行计算。存在一个数值示例,并将结果与​​另一种BEM公式进行比较。

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