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H. Sherief, F. Hamza (1994)
GENERALIZED THERMOELASTIC PROBLEM OF A THICK PLATE UNDER AXISYMMETRIC TEMPERATURE DISTRIBUTIONJournal of Thermal Stresses, 17
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Method of approximations for solving problems of the linear theory of thermoviscoelasticityPolymer Mechanics, 4
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H. Sherief, N. El-Maghraby (2013)
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H. Sherief, F. Hamza, H. Saleh (2004)
The theory of generalized thermoelastic diffusionInternational Journal of Engineering Science, 42
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Constitutive modeling of the nonlinearly viscoelastic response of asphalt binders; incorporating three-dimensional effectsMechanics of Time-Dependent Materials, 17
H. Sherief, Eman Hussein (2011)
A Mathematical Model for Short-Time Filtration in Poroelastic Media with Thermal Relaxation and Two TemperaturesTransport in Porous Media, 91
H. Sherief, F. Hamza, Amany El-Sayed (2005)
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(1962)
A method for the numerical inversion of the Laplace transform
H. Sherief, N. El-Maghraby, A. Allam (2013)
Stochastic thermal shock problem in generalized thermoelasticityApplied Mathematical Modelling, 37
S. Reese, S. Govindjee (1997)
Theoretical and Numerical Aspects in the Thermo-Viscoelastic Material Behaviour of Rubber-Like PolymersMechanics of Time-Dependent Materials, 1
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Fractional order theory of thermoelasticityInternational Journal of Solids and Structures, 47
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In this work, we consider a two-dimensional problem for a visco-elastic half-space. Laplace and exponential Fourier transforms are used to solve the problem. The solution in the transformed domain is obtained by a direct approach. The inverse Fourier transforms are obtained by using the inversion formula of the transform, while the inverse Laplace transforms are obtained using a numerical method. The temperature, displacement and stress distributions are computed and represented graphically.
Mechanics of Time-Dependent Materials – Springer Journals
Published: Nov 1, 2015
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