Results 61 to 70 of about 154 (87)
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Coupled Thermoelasticity of Hemitropic Media. Pseudotensor Formulation
Mechanics of Solids, 2023The present paper deals with the problem of deriving the constitutive equations for the micropolar thermoelastic continuum GN-I in terms of the standard pseudotensor formalism. In most cases, the pseudotensor approach is justified in modeling hemitropic micropolar solids, the thermomechanical properties of which are sensitive to mirror reflections of ...
Yu N Radaev, E V Murashkin
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Representation of Vector-Valued Hemitropic Functions of a Symmetric Tensor and a Vector
Journal of Elasticity, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Andrew Norris
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A Negative Weight Pseudotensor Formulation of Coupled Hemitropic Thermoelasticity
Lobachevskii Journal of Mathematics, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Y N Radayev, E V Murashkin
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Unilateral Contact Problems with Friction for Hemitropic Elastic Solids
Georgian Mathematical Journal, 2009Abstract We study three-dimensional unilateral contact problems with friction for hemitropic elastic solids. We give their mathematical formulation in the form of spatial variational inequalities and show the equivalence to the corresponding minimization problem.
David Natroshvili
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Dynamical contact problems with friction for hemitropic elastic solids
Georgian Mathematical Journal, 2014Abstract. In the present paper we investigate a three-dimensional boundary-contact problem of dynamics for a homogeneous hemitropic elastic medium with regard to friction. We prove the uniqueness theorem using the corresponding Green formulas and positive definiteness of the potential energy.
David Natroshvili
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Tensors with Constant Components in the Constitutive Equations of a Hemitropic Micropolar Solids
Известия Российской академии наук. Механика твердого тела, 2023The present paper is devoted to elastic potentials and the constitutive equations of mechanics of anisotropic micropolar solids, the kinematics of which can be specified by two independent vector fields: a contravariant field of translational displacements and a contravariant pseudovector field of microrotations of weight +1.
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On the elastic–plastic response of hemitropic Cosserat solids
Mathematics and Mechanics of SolidsA model for the elastic–plastic response of solids is formulated on the basis of the concept of a materially uniform Cosserat continuum. Plastic deformation and rotation tensors are defined in terms of invertible mappings of a local archetypal state, encoding the constitutive response of the material, to a neighborhood of a material point in an ...
David Steigmann, Milad Shirani
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Contact problems with friction for hemitropic solids: boundary variational inequality approach
Applicable Analysis, 2011 J. Gwinner +3 more
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Representation Theorems for Hemitropic and Tranversely Isotropic Tensor Functions
Journal of Elasticity, 1998zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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