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Material symmetry group and constitutive equations of micropolar anisotropic elastic solids [PDF]
, 2016 We discuss the material symmetry group of the micropolar continuum and related consistently simplified constitutive equations. Following Eremeyev and Pietraszkiewicz (Int J Solid Struct 2012; 49: 1993-2005; Generalized continua as models for materials ...
Pietraszkiewicz W., Eremeyev V. A.
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Hemitropic properties of thin non-centrosymmetric 3D woven textile composites [PDF]
, 2019 Due to their microstructural architecture, 3D woven textile composites, (3DWTC), exhibit complex macroscopic behavior, which cannot be effectively captured using classical continuum theories.
Hasanyan, Armanj D., Waas, Anthony M.
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Problems of Strength and Plasticity, 2023
The paper is devoted to problems related to algebraic decompositions and coordinate representations of tensors with constant components, hemitropic tensors and pseudotensors. Such objects of tensor algebra are interesting from the micropolar continuum mechanics viewpoint.
E.V. Murashkin, Yu.N. Radayev
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The paper is devoted to problems related to algebraic decompositions and coordinate representations of tensors with constant components, hemitropic tensors and pseudotensors. Such objects of tensor algebra are interesting from the micropolar continuum mechanics viewpoint.
E.V. Murashkin, Yu.N. Radayev
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Systems of Integer Rational Hemitropic Invariants for Micropolar Continuum Mechanics
Mechanics of SolidsE. V. Murashkin, Y. N. Radayev
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Coupled Thermoelasticity of Hemitropic Media. Pseudotensor Formulation
Mechanics of Solids, 2023E V Murashkin +2 more
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Tensors with Constant Components in the Constitutive Equations of a Hemitropic Micropolar Solids
Mechanics of Solids, 2023Y N Radayev, Radayev Y N
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A Negative Weight Pseudotensor Formulation of Coupled Hemitropic Thermoelasticity
Lobachevskii Journal of Mathematics, 2023E V Murashkin +2 more
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A thermodynamics-based micro-macro elastoplastic micropolar continuum model for granular materials
Computers and Geotechnics, 2023Yuanming Lai, Enlong Liu
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GENERALIZATION OF THE ALGEBRAIC HAMILTON–CAYLEY THEORY
Mechanics of Solids, 2021E V Murashkin +2 more
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