Analysis of a thermo-viscoplastic model with Lipschitz continuous constitutive equations
Author:
Affiliation:
1. Warsaw University of Technology, Faculty of Mathematics and Information Science, pl. Politechniki 1; 00-661 Warsaw Poland
Funder
Center for Advanced Studies
National Science Centre
Publisher
Wiley
Subject
General Engineering,General Mathematics
Link
http://onlinelibrary.wiley.com/wol1/doi/10.1002/mma.2999/fullpdf
Reference13 articles.
1. Mathematical analysis of a thermo-viscoplastic model with Bodner - Partom constitutive equations;Bartczak;Journal of Mathematical Analysis and Applications,2012
2. Thermo-visco-elasticity with rate-independent plasticity in isotropic materials undergoing thermal expansion;Bartels;ESAIM Mathematical Modeling and Numerical Analysis,2011
3. On a thermomechanical model of phase transitions in steel;Chełmiński;Advanced Mathematical and Science and Its Applications,2008
4. Mathematical analysis of thermoplasticity with linear kinematic hardening;Chełmiński;Journal of Applied Analysis,2006
5. Solvability for a class of generalized standard materials with thermomechanical coupling;Paoli;Nonlinear Analysis-Real World Applications,2013
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3. On renormalized solutions for thermomechanical problems in perfect plasticity with damping forces;Mathematics and Mechanics of Solids;2018-05-17
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