Chaotic behaviour of a fractional order self-exciting Faraday disk homopolar dynamo
Publish Year: 1397
Type: Conference paper
Language: English
View: 470
This Paper With 13 Page And PDF Format Ready To Download
- Certificate
- I'm the author of the paper
Export:
Document National Code:
ICBVPA01_063
Index date: 26 November 2018
Chaotic behaviour of a fractional order self-exciting Faraday disk homopolar dynamo abstract
The fractional order self–exciting Faraday disk homopolar dynamo (FDHD) can be writtenas {}. In this paper, stability analysis of the FDHD is studied by using the fractional Routh–Hurwitz stability conditions.We have studied the local stability of the equilibrium points of FDHD. We applied an efficientnumerical method based on converting the fractional derivative to integer derivative to solvethe FDHD. The chaotic behaviour of the system discussed also.
Chaotic behaviour of a fractional order self-exciting Faraday disk homopolar dynamo Keywords:
Chaotic behaviour of a fractional order self-exciting Faraday disk homopolar dynamo authors
Mohammad Javidi
Faculty of Mathematical Sciences, University of Tabriz, Tabriz, Iran