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Two Temperature Heat Flux of Semi Infinite Piezoelectric Ceramic Rod

Author(s): Essam Bassiouny | Refaat Sabry | Hamdy Youssef

Journal: Engineering
ISSN 1947-3931

Volume: 05;
Issue: 03;
Start page: 277;
Date: 2013;
Original page

Keywords: Two Temperatures | Generalized Thermoelasticity | Thermopiezoelasticity | Thermal Waves | Ceramics | Piezoelectric Materials—Heat Flux

The theory of two-temperature generalized thermoelasticity is used to solve the problem of heating a semi-infinite rod made of a piezoelectric ceramic material within the framework of generalized thermopiezoelasticity theory by supplying the rod a certain amount of heat uniformly distributed over a finite time period to the finite end of the rod. The Laplace transform formalism is used to solve the proposed model. Inverse Laplace transforms are computed numerically using a method based on Fourier expansion techniques. The physical parameters (i.e., conductive temperature, dynamical temperature, stress, strain, and displacement distributions) are investigated graphically.
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