In this paper, we study the fractional pendulum oscillator equation. We solve it both numerically using finite differences method and analytically. The analytical solution is obtained by replacing the original oscillator using an integer-order oscillator. We also compare the numerical solution with the anlalytical solution obtained making use of the Chebyshev-homotopy method (KBM).
Author(s) Details:
Alvaro H. Salas,
Fizmako Research Group, Universidad Nacional de Colombia, Colombia.
Please see the link here: https://stm.bookpi.org/RUMCS-V3/article/view/13982
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