2D PROBLEM FOR A SPHERE IN THE FRACTIONAL ORDER THEORY THERMOELASTICITY TO AXISYMMETRIC TEMPERATURE DISTRIBUTION

In the present article, we implement fractional thermoelasticity theory to a 2D issue for sphere whose surface is free from traction, subject provided axisymmetric temperature distribution of heat. The medium supposed be quiescent initially. A direct method used get solution and Laplace transform technique used. Mathematical models copper material are designed as particular instance. Numerical results computed with help Mathcad software graphically represented fractional-order parameter effect has been explained.