Multi‐scale modelling of heterogeneous structures with inelastic constitutive behavior

Author:

Niekamp Rainer,Markovic Damijan,Ibrahimbegovic Adnan,Matthies Hermann G.,Taylor Robert L.

Abstract

PurposeThe purpose of this paper is to consider the computational tools for solving a strongly coupled multi‐scale problem in the context of inelastic structural mechanics.Design/methodology/approachIn trying to maintain the highest level of generality, the finite element method is employed for representing the microstructure at this fine scale and computing the solution. The main focus of this work is the implementation procedure which crucially relies on a novel software product developed by the first author in terms of component template library (CTL).FindingsThe paper confirms that one can produce very powerful computational tools by software coupling technology described herein, which allows the class of complex problems one can successfully tackle nowadays to be extended significantly.Originality/valueThis paper elaborates upon a new multi‐scale solution strategy suitable for highly non‐linear inelastic problems.

Publisher

Emerald

Subject

Computational Theory and Mathematics,Computer Science Applications,General Engineering,Software

Reference21 articles.

1. Alexandrescu, A. (2002), Modern C++ Design, Addison‐Wesley, Boston, MA.

2. Feyel, F. (2003), “A multilevel finite element method (fe2) to describe the response of highly non‐linear structures using generalized continua”, Comp. Meth. Appl. Mech. Engrg., Vol. 192, pp. 3233‐44.

3. Ghosh, S., Lee, K. and Raghavan, P. (2001), “A multi‐level computational model for multi‐scale damage analysis in composite and porous materials”, Int. J. Solids Struct., Vol. 38, pp. 2335‐85.

4. Gunther, M. and Arnold, M. (2001), “Preconditioned dynamic iteration for coupled differential‐algebraic systems”, BIT Numerical Mathematics, Vol. 41, pp. 664‐83.

5. Henninga, M. and Vinoski, S. (2002), Advanced CORBA Programming with C++, Addison‐Wesley, Boston, MA.

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