Publication Date:
2020-09-14
Description:
Chaotic dynamical systems are studied in this paper. In the models, integer order time derivatives are replaced with the Caputo fractional order counterparts. A Chebyshev spectral method is presented for the numerical approximation. In each of the systems considered, linear stability analysis is established. A range of chaotic behaviours are obtained at the instances of fractional power which show the evolution of the species in time and space.
Electronic ISSN:
1099-4300
Topics:
Chemistry and Pharmacology
,
Physics