Solution of a Boundary Value Problem Involving General Class of Polynomial, Struve’s Function and PSI function of One Variable

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B. Satyanarayana, D. K. Pavan Kumar, Y. Pragathi Kumar, Frederic Ayant, N. Srimannarayana

Abstract

The authors of this paper have established some integrals that involves the PSI-function of one variable and Struve's function with the general class of polynomials. Additionally, solved a boundary value problem involving the steady state temperature distribution of a rectangular plate using PSI-function, Struve's function and general class of polynomials. This can be considered another novel technique to solve the boundary value problem. Finally, some special cases were incorporated.

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