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Modular analysis of assemblages of three-dimensioanl structures with unilateral contact conditions

机译:具有单边接触条件的三维结构组件的模块化分析

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We present a modular approach which is well-suited to the analysis of real situations of assemblages of three-dimensional elastic structures. The CONTRAST approach (CONtact and ThRee-dimensional Assemblages in STatic) takes easily into account local nonlinearities due to contact or to specific technological components (rubber joints, strongly prestressed bolts or rivets, etc.). It is based on a decomposition of the assemblage into substructures and interfaces. They are both mechanical entities with their own unknowns and their own equations. Interfaces play a major role by modelling easily and precisely the local nonlinearities such as contact and friction. An iterative scheme, based on the LATIN method (LArge Time INcrement method), is used for the resolution and the global problems on the substructures (which are independent) are solved by a finite element (FE) method. The CONTRAST approach is thus based on both a parallel oriented strategy and formulation. This parallelism is, above all, used to introduce some modularity and flexibility in the description of the problems and to allow the use of incompatible meshes on the interfaces. This also gives a reduction of the numerical cost with regards to the classical finite element approaches. For contact and friction problems, comparisons with an industrial FE code are presented. The expamples present the possibilities of the CONTRAST approach for industrial assembly situations and the first numerical results presenting incompatible meshes on the interfaces.
机译:我们提出了一种模块化方法,非常适合于分析三维弹性结构装配的实际情况。 CONTRAST方法(在STatic中为CONtact和ThRee维装配)很容易考虑由于接触或特定工艺组件(橡胶接头,强力预应力螺栓或铆钉等)引起的局部非线性。它基于将组件分解为子结构和界面的功能。它们都是具有未知数和方程的机械实体。界面通过轻松而精确地建模局部非线性(例如接触和摩擦)而发挥了重要作用。使用基于LATIN方法(较大时间增量方法)的迭代方案进行解析,并通过有限元(FE)方法解决子结构(独立的)上的全局问题。因此,CONTRAST方法是基于并行的策略和制定方法。首先,这种并行性用于在问题描述中引入一些模块化和灵活性,并允许在接口上使用不兼容的网格。与经典的有限元方法相比,这也降低了数值成本。对于接触和摩擦问题,提出了与工业FE代码的比较。该示例展示了CONTRAST方法在工业装配情况下的可能性,并且第一个数值结果显示界面上的网格不兼容。

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