Date:

2025-04-30

Title of Paper:

Fractional order generalized electro-magneto- thermo-elasticity with magnetic monopoles and geometrical nonlinearity

Journal:

Applied Mechanics and Materials

Summary:

Recently, Youssef developed the fractional order generalized thermoelasticity (FOGTE)
in the context of extended thermoelasticity (ETE). In this work, we extended the concept of
fractional calculus into the temperature rate dependent thermoelasticity (TRDTE) and introduced
the unified form of the two cases. Upon introducing the electromagnetic field with magnetic
monopoles and considering the geometrical nonlinearity, we proposed a fractional order generalized
electro-magneto- thermo-elasticity (FOGEMm-poleTEg-non) with magnetic monopoles (m-pole) and
geometrical nonlinearity (g-non). To deal with multi-physics problems using numerical methods,
we obtained a generalized variational theorem by using the semi-inverse method.

Co-author:

Yajun Yu, Xiaogeng Tian

Volume:

273

Page Number:

162-166

Translation or Not:

No

Date of Publication:

2013-01-03