Memory dependent derivative effect on generalized piezo-thermoelastic medium under three theories

Faculty Science Year: 2021
Type of Publication: ZU Hosted Pages: 2150-2167
Authors:
Mohamed Ibrahim Ahmed Othman
Journal: WAVES IN RANDOM AND COMPLEX MEDIA Taylor & Francis Volume: 31
Keywords : Memory dependent derivative effect , generalized piezo-thermoelastic medium    
Abstract:
In this paper, a general solution for the propagation of plane waves in the generalized piezo-thermoelastic medium for the twodimensional problem under the different thermoelastic theories is investigated. We have included Lord-Shulman (L-S) and dual-phase lag (DPL) and three-phase lag (TPL) theories. The normal mode analysis is used to obtain the exact expressions for the considered variables. The results of the physical quantities have been illustrated graphically to study the effect of different kernel of memory dependent derivative along with memory dependent derivative is not used, the effect of delay times of memory dependent derivative for threephase- lag (TPL) and finally comparisons between (L-S), (DPL) and (TPL) theories have been made in all the distribution.
    
     
 
       

Author Related Publications

  • Mohamed Ibrahim Ahmed Othman, "Effect of Magnetic Field on Thermoelastic Micro-Elongated Solid with Diffusion under Dual-Phase-Lag Model", World Scientific Publishing Company, 2021 More
  • Mohamed Ibrahim Ahmed Othman, "Refined multi-phase-lags theory and Thomson effect on a micropolar thermoelastic medium with voids", Elsevier, 2021 More
  • Mohamed Ibrahim Ahmed Othman, "Thermoelastic Theories on the Refracted Waves in Microstretch Thermoelastic Diffusion Media", World Scienti¯c Publishing Company, 2022 More
  • Mohamed Ibrahim Ahmed Othman, "On the Effect of Thomson and Initial Stress in a Thermo-Porous Elastic Solid under G-N Electromagnetic Theory", www.mdpi.com/journal/symmetry, 2019 More
  • Mohamed Ibrahim Ahmed Othman, "Analysis on plane waves through magneto-thermoelastic microstretch rotating medium with temperature dependent elastic properties", ElSevier, 2018 More

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