%0 Journal Article %1 gcdubey2013operational %A G.C.Dubey, %A Kumar, Pius %D 2013 %E and Fabricio Moraes de Almeida, %J SCIENCE PARK %K Dual Heat Integral Mixed Spherical Temperature boundary co-o0rdinate conditions conduction equation function. %N 10 %T An Operational Calculus Method In Spherical Co-ordinate For Some Mixed Boundary Problems %U http://www.scienceparks.in/ArticlePDF/28.pdf %V 1 %X The present paper devoted to dual integral equations involving non stationary Heat conduction equation in the Laplace Transform for two dimensional symmetrical under mixed discontinuous boundaryconditions acted on level surface of semi space in spherical co-ordinates we find temperature distribution function of moving solid object along a surface of semi space with velocity v by consideration of non-stationary heat conduction equation and Heat source m (r, t) inside a disc of radius c, 1 r < c, outside of disc r > c, a temperature function m (r, t) is given. We use 2operational calculus method and dual integral equation for the solution of given boundary value problem.

@article{gcdubey2013operational, abstract = {The present paper devoted to dual integral equations involving non stationary Heat conduction equation in the Laplace Transform for two dimensional symmetrical under mixed discontinuous boundaryconditions acted on level surface of semi space in spherical co-ordinates we find temperature distribution function of moving solid object along a surface of semi space with velocity v by consideration of non-stationary heat conduction equation and Heat source m (r, t) inside a disc of radius c, 1 r < c, outside of disc r > c, a temperature function m (r, t) is given. We use 2operational calculus method and dual integral equation for the solution of given boundary value problem. }, added-at = {2014-08-15T12:27:58.000+0200}, author = {G.C.Dubey and Kumar, Pius}, biburl = {https://www.bibsonomy.org/bibtex/22054e2f2439e70ee1ca22241b08355b3/sciencejournal}, editor = {and Fabricio Moraes de Almeida}, interhash = {a2b81b9fdefece3438541c9498328cb8}, intrahash = {2054e2f2439e70ee1ca22241b08355b3}, journal = { SCIENCE PARK}, keywords = {Dual Heat Integral Mixed Spherical Temperature boundary co-o0rdinate conditions conduction equation function.}, month = {September}, number = 10, timestamp = {2014-08-15T12:27:58.000+0200}, title = {An Operational Calculus Method In Spherical Co-ordinate For Some Mixed Boundary Problems }, url = {http://www.scienceparks.in/ArticlePDF/28.pdf}, volume = 1, year = 2013 }