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Original Articles

Generalized Magneto-Thermoelasticity with Modified Ohm's Law

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Pages 74-84 | Received 27 Nov 2008, Accepted 19 Jan 2009, Published online: 11 Jan 2010

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Read on this site (3)

M. Sadeghi & Y. Kiani. (2022) Generalized magneto-thermoelasticity of a layer based on the Lord–Shulman and Green–Lindsay theories. Journal of Thermal Stresses 45:4, pages 319-340.
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Articles from other publishers (13)

Abeer Alhashash, E. S. Elidy, A. A. El-Bary, Ramdan S. Tantawi & Khaled Lotfy. (2022) Two-Temperature Semiconductor Model Photomechanical and Thermal Wave Responses with Moisture Diffusivity Process. Crystals 12:12, pages 1770.
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Latika BAWANKAR & G. D. KEDAR. (2022) Initial Stress and Modified Ohm’s Law in Magneto-thermoelastic Problem Under Three Theories with Microtemperatures and Voids. International Journal of Thermodynamics 25:1, pages 54-63.
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Mohamed I.A. Othman, Ramadan S. Tantawi & Mohamed I.M. Hilal. (2018) Laser pulse, initial stress and modified Ohm’s law in micropolar thermoelasticity with microtemperatures. Results in Physics 8, pages 642-653.
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M. Bachher & N. Sarkar. (2016) Two-Dimensional Thermal Shock Problem of Generalized Magneto-Thermoelasticity with a Time-Fractional Heat Conduction Law. Journal of Molecular and Engineering Materials 04:02, pages 1650004.
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Mohamed I.A. Othman, Ramadan S. Tantawi & Mohamed I.M. Hilal. (2016) Rotation and modified Ohm's law influence on magneto-thermoelastic micropolar material with microtemperatures. Applied Mathematics and Computation 276, pages 468-480.
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N. Sarkar, S. Y. Atwa & M. I. A. Othman. (2016) The Effect of Hydrostatic Initial Stress on the Plane Waves in a Fiber-Reinforced Magneto-Thermoelastic Medium with Fractional Derivative Heat Transfer. International Applied Mechanics 52:2, pages 203-216.
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Nantu Sarkar. (2014) Generalized Magneto-Thermoelasticity with Modified Ohm’s Law Under Three Theories. Computational Mathematics and Modeling 25:4, pages 544-564.
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Kh. Lotfy. (2014) Two temperature generalized magneto-thermoelastic interactions in an elastic medium under three theories. Applied Mathematics and Computation 227, pages 871-888.
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Kh. Lotfy & Wafaa Hassan. (2013) Effect of Rotation for Two-Temperature Generalized Thermoelasticity of Two-Dimensional under Thermal Shock Problem. Mathematical Problems in Engineering 2013, pages 1-13.
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N. Sarkar & A. Lahiri. (2012) The effect of fractional parameter on a perfect conducting elastic half-space in generalized magneto-thermoelasticity. Meccanica 48:1, pages 231-245.
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NANTU SARKAR & ABHIJIT LAHIRI. (2013) TEMPERATURE RATE DEPENDENT GENERALIZED THERMOELASTICITY WITH MODIFIED OHM'S LAW. International Journal of Computational Materials Science and Engineering 01:04, pages 1250031.
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Magdy A. Ezzat & Ahmed S. El‐Karamany. (2011) Fractional thermoelectric viscoelastic materials. Journal of Applied Polymer Science 124:3, pages 2187-2199.
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Magdy A. Ezzat & Ahmed S. El Karamany. (2011) Theory of fractional order in electro-thermoelasticity. European Journal of Mechanics - A/Solids 30:4, pages 491-500.
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