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Classical constitutive models for elastic materials behavior are local and do not possess intrinsic length scales.
Its applications in engineering mechanics include discretizing random field models for elastic moduli, fluid properties, and structural response.
Finite element models for elastic thin-walled rectangular hollow section (RHS) struts with pre-defined local and global geometric imperfections are developed within the commercial package Abaqus.
This includes the balance laws of linear momentum and entropy-energy, the constitutive models for elastic response and heat conduction, and the natural boundary conditions.
I. Vekua constructed hierarchical models for elastic prismatic shells, in particular, plates of variable thickness, when on the face surfaces either stresses or displacements are known.
Three design criteria based on contact force, deflection, and energy are proposed, and the theoretical models for elastic, elastic plastic, and after-densification impact including the shear-off effect of projectile are developed to improve the analysis and design of cushion structures against overheight vehicle impact.
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The flow models for elastic-viscous and double-diffusive are considered.
In this paper we develop a multiple scattering model for elastic waves in random anisotropic media.
Particular attention is paid to the development of an indentation model for elastic faces and an elastic plastic core.
Therefore, the focus of this paper is to translate known variability in composition into a correlation model for elastic constants.
This research thus provides a practical model for elastic and inelastic deformation check of high-rise composite buildings under earthquakes.
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