On The Nield-Koznetsov Integral Function and Its Application to Airys Inhomogeneous Boundary Value Problem
DOI:
https://doi.org/10.24297/jap.v11i5.370Keywords:
Nield-Kuznetsov Function., Airys Boundary Value ProblemAbstract
In this work, we provide a solution to a two-point boundary value problem that involves an inhomogeneous Airys differential equation with a variable forcing function. The solution is expressed in terms of the recently introduced Nield-Koznetsov integral function, Ni(x), and another conveniently defined integral function, Ki(x). The resulting expressions involving these integral functions are then evaluated using asymptotic and ascending series.
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