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Integral Transforms and Dual Integral Equations to Solve Heat Equation with Mixed Conditions
The paper is devoted to determine the solution of the non-stationary heat equation in a non axial symmetric cylindrical coordinates subject to mixed discontinuous boundary conditions of the second kind and third kinds, with the aid of a finite Fourier transform and dual integral equations method. The solution of the given mixed problem is introduced to a Fredholm integral equation of the second kind.
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