Application of Jacobi Polynomial and Incomplete H-Function inHeat condition in NonHomogeneous Moving Rectangular Parallelepiped

Abstract

The present paper deals with an application of Jacobi polynomial and incomplete H –Function to solve the differential equation of heat conduction in non-homogeneous moving rectangular parallelepiped. The temperature distribution in the parallelepiped, moving in a direction of length (x-axis) between the limits x=-1 and x=1has been considered. The conductivity and velocity have been assumed to be variable.

2010 Mathematics Subject Classification. Primary 92B05, 92C60; Secondary 26A33