Title of article
Determining material constants in micromorphic theory through phonon dispersion relations
Author/Authors
Lee، James D. نويسنده , , Chen، Youping نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2003
Pages
-870
From page
871
To page
0
Abstract
This paper aims to determine the material constants for micromorphic isotropic elastic solid through the phonon dispersion relations from atomistic calculations or experimental measurements. A specialized micromorphic theory for crystal without external modes, such as covalent and ionic crystals, is introduced. The constitutive relations for cubic crystal are derived, and the phonon dispersion relations are obtained. The numerical algorithm to determine the material constants is presented. The material constants for single crystal silicon and diamond are determined and presented
Keywords
Partition of unity , Extended finite element method , level set method , Fatigue crack growth , Fast marching method , Coplanar cracks in 3-d
Journal title
International Journal of Engineering Science
Serial Year
2003
Journal title
International Journal of Engineering Science
Record number
103340
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