A Steady State Heat Transfer Analysis of Semi Circular Plat with Prescribed Circular Boundary Condition by using Laplace's Equation

Author(s):

Kavitha B N , Sri Venkateshwara College of Engineering ; Rashmi K, Sri Venkateshwara College of Engineering ; Indiramma M H, Sri Venkateshwara College of Engineering

Keywords:

(x,y,z)= Spatial co-ordinates along x, y and z axes , m, r. (r,?) = polar coordinates m, degrees (r,?,z)= Axes, m, degrees, m t-Time co-ordinate, sec u-temperature(degree C) T- Temperature (degree C)

Abstract:

In this paper we study the heat transfer analysis in a homogeneous lamina with circular boundaries under steady state conditions. This study becomes more important while designing various control panels and control plates in a test rig. The governing Laplace’s equations in (r,θ) Coordinates for a two dimensional case is considered. The solution of Laplace’s equation results in an analytical solution. The same heat transfer analysis is carried out using ANSYS 12.0 for validation. We have found that the results are satisfactory. The details of results, analysis and discussions are presented.

Other Details:

Manuscript Id	:	IJSTEV5I3010
Published in	:	Volume : 5, Issue : 3
Publication Date	:	01/10/2018
Page(s)	:	28-33

Download Article