One-dimensional problem of a fractional order two-temperature generalized thermo-piezoelasticity
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Cites methods from "One-dimensional problem of a fracti..."
...Recently, the determination of the thermoelastic stress, strain and conductive temperature in a piezoelastic half-space body in the context of the fractional order two-emperature generalized thermoelasticity theory are obtained by Kanoria and Islam [16]....
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References
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"One-dimensional problem of a fracti..." refers background in this paper
...Quintanilla and Racke [32] studied the stability of solutions in 3P heat conduction....
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205 citations
"One-dimensional problem of a fracti..." refers background in this paper
...Warren and Chen [6] have investigated wave propagation in the two-temperature theory of thermoelasticity....
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...Chen and Gurtin [3] and Chen et al. [4, 5] have formulated a theory of heat conduction in deformable bodies, which depends on two distinct temperatures – the conductive temperature φ and the thermodynamic temperature θ ....
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"One-dimensional problem of a fracti..." refers background in this paper
...Introduction Gurtin and Williams [1, 2] have suggested that there are no a priori grounds for assuming that the second law of thermodynamics for continuous bodies involves only a single temperature, i....
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...Gurtin and Williams [1, 2] have suggested that there are no a priori grounds for assuming that the second law of thermodynamics for continuous bodies involves only a single temperature, i.e. it is more logical to assume a second law in which the entropy contribution due to heat conduction is governed by one temperature, that of the heat supply by another....
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