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Sep 6, 2024 · Elzanowski M and Epstein M (1989), On Uniformity and Homogeneity of Elastic Materials with Internal Constraints, in Continuum Mechanics and its Applications (ed. G.A.C. Graham and S.K. Malik, Hemisphere), 51-57
Sep 5, 2007 · M. Elżanowski, M. Epstein. Published 5 September 2007. Mathematics, Engineering, Physics. Inhomogeneity in Continuum Mechanics.- An overview of inhomogeneity theory.- Uniformity of second-grade materials.- Uniformity of Cosserat media.- Functionally graded bodies.- Material Evolution.- On energy, Cauchy stress and Eshelby stress.-
Marek ELZANOWSKI | Cited by 299 | of Portland State University, OR (PSU) | Read 45 publications | Contact Marek ELZANOWSKI
M Epstein, M Elzanowski, J Śniatycki ... S Preston, M Elzanowski. Trends in Applications of Mathematics to Mechanics, 391-398, 2004. 2: 2004: The system can't ...
M. EPSTEIN AND M. ELZANOWSKI˙ paper is to show how a relatively simple model, valid for solids endowed with only a discrete material symmetry group and already possibly devoid of residual stress, can explain, among other phenomena, the appearance of dislocation pile-ups. The
Articles 1–20. Professor of Engineering, university of Calgary - Cited by 5,714 - Continuum Mechanics - Biomechanics - Differential Geometry.
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Sep 5, 2007 · Books. Material Inhomogeneities and their Evolution: A Geometric Approach. Marcelo Epstein, Marek Elzanowski. Springer Science & Business Media, Sep 5, 2007 - Technology & Engineering - 261...
