A homotopy between the solutions of the elastic and the elastoplastic boundary value problem

Lang H, Dressler K, Pinnau R, Bitsch G (2006)

Publication Type: Other publication type

Publication year: 2006

Series: AGTM report

Pages Range: 10

Journal Issue: 268

Abstract

In this article, we give an explicit homotopy between the solutions (i.e. stress, strain, displacement) of the quasistatic linear elastic and the quasistatic nonlinear elastoplastic boundary value problems, where we assume a linear kinematic hardening material law. We give error estimates with respect to the homotopy parameter.

Authors with CRIS profile

Holger Lang Institute of Applied Dynamics

Involved external institutions

Fraunhofer-Institut für Techno- und Wirtschaftsmathematik (ITWM) / Fraunhofer Institute for Industrial Mathematics DE Germany (DE) Technische Universität Kaiserslautern DE Germany (DE)

How to cite

APA:

Lang, H., Dressler, K., Pinnau, R., & Bitsch, G. (2006). A homotopy between the solutions of the elastic and the elastoplastic boundary value problem.

MLA:

Lang, Holger, et al. A homotopy between the solutions of the elastic and the elastoplastic boundary value problem. 2006.

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