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Non-overlapping Domain Decomposition Methods in Structural Mechanics

机译:结构力学中的非重叠域分解方法

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The modern design of industrial structures leads to very complex simulations characterized by nonlinearities, high heterogeneities, tortuous geometries... Whatever the modelization may be, such an analysis leads to the solution to a family of large ill-conditioned linear systems. In this paper we study strategies to efficiently solve to linear system based on non-overlapping domain decomposition methods. We present a review of most employed approaches and their strong connections. We outline their mechanical interpretations as well as the practical issues when willing to implement and use them. Numerical properties are illustrated by various assessments from academic to industrial problems. An hybrid approach, mainly designed for multifield problems, is also introduced as it provides a general framework of such approaches.
机译:工业结构的现代设计导致了非常复杂的仿真,其特征是非线性,高异质性,曲折的几何形状……无论采用何种建模方法,这种分析都可以解决一系列大型的病态线性系统。在本文中,我们研究了基于非重叠域分解方法的有效求解线性系统的策略。我们将介绍大多数采用的方法及其紧密的联系。我们概述了它们的机械解释以及愿意实施和使用它们时的实际问题。从学术到工业问题的各种评估都说明了数值特性。还介绍了主要针对多领域问题设计的混合方法,因为它提供了此类方法的一般框架。

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