Skip to main content
 

 

 

  

Generalized Moore-Gibson-Thompson thermoelastic fractional derivative model without singular kernels for an infinite orthotropic thermoelastic body with temperature-dependent properties

Author name : Ahmed Elsayed Ali Abouelregal
Publication Date : 2022-04-12
Journal Name : Zeitschrift für Angewandte Mathematik und Mechanik

Abstract

Generalized Moore-Gibson-Thompson thermoelastic fractional derivative model without singular kernels for an infinite orthotropic thermoelastic body with temperature-dependent properties

Keywords

fractional

Publication Link

https://doi.org/10.1002/zamm.202100533

Block_researches_list_suggestions

Suggestions to read

Photocurrent and electrical properties of SiGe Nanocrystals grown on insulator via Solid-state dewetting of Ge/SOI for Photodetection and Solar cells Applications
MOHAMMED OMAR MOHAMMEDAHMED IBRAHIM
Read more
Comparative analysis of high-performance UF membranes with sulfonated polyaniline: Improving hydrophilicity and antifouling capabilities for water purification
EBTSAM KHALEFAH H ALENEZY
Read more
Efficient framework for energy management of microgrid installed in Aljouf region considering renewable energy and electric vehicles
Ali fathy mohmmed ahmed
Read more
Comparative analysis of high-performance UF membranes with sulfonated polyaniline: Improving hydrophilicity and antifouling capabilities for water purification
AHMED HAMAD FARHAN ALANAZI
Read more
Contact