An Efficient Wavelet Algorithm for the Fractional View Analysis of Bagley-Torvik Equation

The Hermite wavelet collocation approach with fractional functional matrices of derivatives is availed to solve the fractional nonlinear Bagley-Torvik issue in this paper.These Hermite wavelets functional matrices are exploited to turn the fractional differential equations towards algebraic equation systems.Using numerical examples, the Hermite wavelet solutions are contrasted with the accurate and numerical solutions.They are discovered to be in accord.The results demonstrate the efficacy and value wavelet approach.