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Journal of Thermal Stresses Volume 36, 2013 - Issue 2
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Original Articles

Study of Two-Temperature Generalized Thermo-Piezoelastic Problem

Sukla Banik Department of Applied Mathematics, University of Calcutta, Kolkata, India
&
M. Kanoria Department of Applied Mathematics, University of Calcutta, Kolkata, IndiaCorrespondence[email protected]
Pages 71-93 | Received 30 Oct 2011, Accepted 14 Mar 2012, Published online: 12 Feb 2013

Citations (7)

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Read on this site (2)

Nasiruddin Mondal, Md Abul Kashim Molla & Sadek Hossain Mallik. (2022) A two-temperature generalized piezo-thermoelastic problem with Eringen's non-local effect and memory-dependent derivatives under three-phase-lag heat transfer. Waves in Random and Complex Media 0:0, pages 1-23.
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Abhik Sur. (2022) Non-local memory-dependent heat conduction in a magneto-thermoelastic problem. Waves in Random and Complex Media 32:1, pages 251-271.
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Articles from other publishers (5)

M. S. Barak, Rajesh Kumar, Rajneesh Kumar & Vipin Gupta. (2023) Energy analysis at the boundary interface of elastic and piezothermoelastic half-spaces. Indian Journal of Physics 97:8, pages 2369-2383.
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Ethar A.A. Ahmed, M.S. Abou-Dina, A.F. Ghaleb & W. Mahmoud. (2021) Numerical solution to a 2D-problem of piezo-thermoelasticity in a quarter-space within the dual-phase-lag model. Materials Science and Engineering: B 263, pages 114790.
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Sudip Mondal, Abhik Sur & M. Kanoria. (2019) Transient response in a piezoelastic medium due to the influence of magnetic field with memory-dependent derivative. Acta Mechanica 230:7, pages 2325-2338.
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M Islam & M Kanoria. (2013) One-dimensional problem of a fractional order two-temperature generalized thermo-piezoelasticity. Mathematics and Mechanics of Solids 19:6, pages 672-693.
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Rajneesh Kumar, K. D. Sharma & S. K. Garg. (2014) Effect of Two Temperatures on Reflection Coefficient in Micropolar Thermoelastic with and without Energy Dissipation Media. Advances in Acoustics and Vibration 2014, pages 1-11.
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