Abstract
This paper is an extension of V-shape multi-scroll butterfly attractor in the fractional-order domain. The system complexity is increased by the new dynamics introduced by the fractional operator which make it more suitable for random signal generator. The effect of system parameters on controlling the attractor shape is investigated and compared with the integer order attractor. Maximum Lyapunov exponent is calculated for both integer and fractional orders attractors to prove the complexity of fractional chaotic system using time series. © 2017 IEEE.
Authors
Soliman N.S., Said L.A., Azar A.T., Madian A.H., Ounnas A., Radwan A.G.
Keywords
chaos; fractional calculus; fractional V-shape; maximum Lyapunov exponent; V-shape
Document Type
Confrence Paper
Source
2017 6th International Conference on Modern Circuits and Systems Technologies, MOCAST 2017, Art. No. 7937684, Doi: 10.1109/MOCAST.2017.7937684