A new and efficient wavelet algorithm for the fractional Van der Pol oscillator

Authors

  • R.Rajaraman

Abstract

—In this article, a wavelet method of fractional operational matrix of derivatives is applied to
fractional Van der Pol oscillator equations. Using these operational matrices of second kind shifted
Chebyshev wavelets the differential equations of fractional order are transformed into a algebraic equations
system. Wavelet solutions are compared with VIM solutions. They are found in good agreement

Published

2020-04-30

Issue

Section

Articles