On The Mixed Boundary Value Problem of Steady State Heat Conduction In A Domain Formed By Cementing Two Plano-Convex Solids

Authors

  • V. G. Machwe Samrat Ashok Technologioal Institute, Vidisha
  • B. M. Singh Samrat Ashok Technologioal Institute, Vidisha

DOI:

https://doi.org/10.14429/dsj.23.6430

Keywords:

Heat conduction, Integral equations

Abstract

The contact problem of two conducting plano-convex solids having different conductivities is considered assuming that steady state heat conducting takes places. The problem is formulated sos as to involved a pair of dual integral equations having Legendre functions with complex index. These equations are reduced to a single integral equation which is then solved iteratively. Lastly, the quantities of physical interest are found out.

Author Biographies

V. G. Machwe, Samrat Ashok Technologioal Institute, Vidisha

Samrat Ashok Technologioal Institute, Vidisha (M.P.)

B. M. Singh, Samrat Ashok Technologioal Institute, Vidisha

Samrat Ashok Technologioal Institute, Vidisha (M.P.)

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Published

2014-01-01

How to Cite

Machwe, V. G., & Singh, B. M. (2014). On The Mixed Boundary Value Problem of Steady State Heat Conduction In A Domain Formed By Cementing Two Plano-Convex Solids. Defence Science Journal, 23(1), 1–10. https://doi.org/10.14429/dsj.23.6430

Issue

Vol. 23 No. 1

Section

General Papers

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