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Articles

On the theory of thermoelastic materials with a double porosity structure

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Pages 1514-1533 | Received 10 Sep 2021, Accepted 12 Oct 2021, Published online: 16 Nov 2021

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Merab Svanadze. (2022) On the coupled theory of thermoelastic double-porosity materials. Journal of Thermal Stresses 45:7, pages 576-596.
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Articles from other publishers (7)

Simona De Cicco. (2024) Explicit Formulas for the Deformation of Chiral Porous Circular Beams in Gradient Thermoelasticity. Symmetry 16:1, pages 129.
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Merab Svanadze. (2023) On the coupled linear theory of thermoelasticity for nanomaterials which triple porosity. Mechanics Research Communications 132, pages 104161.
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Simona De Cicco & Dorin Ieşan. (2023) On the thermal stresses in chiral porous elastic beams. Continuum Mechanics and Thermodynamics 35:5, pages 2095-2115.
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Salvatore Sessa. (2023) An inverse strategy for identifying the mechanical parameters of an asymmetric hysteretic constitutive model. Mechanical Systems and Signal Processing 190, pages 110144.
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Merab Svanadze. (2023) External problems of steady vibrations in the theory of elastic materials with a triple porosity structure. PAMM 22:1.
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J. R. Fernández, A. Magaña & R. Quintanilla. (2022) Decay of waves in strain gradient porous elasticity with Moore–Gibson–Thompson dissipation. Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences 380:2231.
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N. Bazarra, J.R. Fernández & R. Quintanilla. (2022) Numerical approximation of some poro-elastic problems with MGT-type dissipation mechanisms. Applied Numerical Mathematics 177, pages 123-136.
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