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The materials science of skin: Analysis, characterization, and modeling
Skin is the outermost layer of the body and acts as a primary protective barrier against
external agents such as heat, light, infection, and injury. Additionally, skin regulates the …
external agents such as heat, light, infection, and injury. Additionally, skin regulates the …
A three-dimensional nonlinear model for dissipative response of soft tissue
A set of three-dimensional constitutive equations is proposed for modeling the nonlinear
dissipative response of soft tissue. These constitutive equations are phenomenological in …
dissipative response of soft tissue. These constitutive equations are phenomenological in …
[کتاب][B] Unified plasticity for engineering applications
SR Bodner - 2001 - books.google.com
Considerably simplified models of macroscopic material behavior, such as the idealization
for metals of elastic-time independent plastic response with a yield (onset) criterion, have …
for metals of elastic-time independent plastic response with a yield (onset) criterion, have …
[HTML][HTML] Eulerian constitutive equations for the coupled influences of anisotropic yielding, the Bauschinger effect and the strength-differential effect for plane stress
Recently, an Eulerian formulation based on evolving microstructural vectors was used (Lee
and Rubin, 2020) to model anisotropic inelastic deformation rate in sheet metals. In contrast …
and Rubin, 2020) to model anisotropic inelastic deformation rate in sheet metals. In contrast …
An Eulerian formulation of inelasticity: from metal plasticity to growth of biological tissues
The purpose of this paper is to review and contrast the Lagrangian and Eulerian
formulations of inelasticity as they apply to metal plasticity and growth of biological tissues …
formulations of inelasticity as they apply to metal plasticity and growth of biological tissues …
Mechanical and numerical modeling of a porous elastic–viscoplastic material with tensile failure
The objective of this paper is to develop simple but comprehensive constitutive equations
that model a number of physical phenomena exhibited by dry porous geological materials …
that model a number of physical phenomena exhibited by dry porous geological materials …
A large deformation breakage model of granular materials including porosity and inelastic distortional deformation rate
A general constitutive model of crushable granular materials is developed within the context
of large deformations. The time evolution equations for breakage, inelastic porous …
of large deformations. The time evolution equations for breakage, inelastic porous …
Modeling a smooth elastic–inelastic transition with a strongly objective numerical integrator needing no iteration
Large deformation evolution equations for elastic distortional deformation and isotropic
hardening/softening have been developed that model a smooth elastic–inelastic transition …
hardening/softening have been developed that model a smooth elastic–inelastic transition …
[HTML][HTML] Eulerian rates of elastic incompatibilities applied to size-dependent hardening in finite torsion
Measures of rates of elastic incompatibilities are developed within an Eulerian framework for
finite-deformation response of anisotropic elastic–inelastic materials. Such framework relies …
finite-deformation response of anisotropic elastic–inelastic materials. Such framework relies …
Viscoplastic simple shear at finite strains
The equations governing the simple shear deformation of an incompressible inelastic
material undergoing finite strain are derived in this paper. The constitutive assumptions are …
material undergoing finite strain are derived in this paper. The constitutive assumptions are …