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Method for simulation of the fractional order chaotic systems
This paper deals with the method of simulation of fractional order chaotic systems. We present a brief survey of the existing fractional order chaotic systems. These systems are described by three fractional differential equations where order of derivatives is a non-integer, arbitrary order. The total order of chaotic system is less than three. We present an approach where we demonstrate by an illustrative example the method for deriving the model of such a kind of fractional order chaotic system and method for its simulation. This example is well known chaotic system, the so called Chua’s oscillator. We have demonstrated the real measurements and the simulation in the Matlab/Simulink as well.
Method for simulation of the fractional order chaotic systems
This paper deals with the method of simulation of fractional order chaotic systems. We present a brief survey of the existing fractional order chaotic systems. These systems are described by three fractional differential equations where order of derivatives is a non-integer, arbitrary order. The total order of chaotic system is less than three. We present an approach where we demonstrate by an illustrative example the method for deriving the model of such a kind of fractional order chaotic system and method for its simulation. This example is well known chaotic system, the so called Chua’s oscillator. We have demonstrated the real measurements and the simulation in the Matlab/Simulink as well.
Method for simulation of the fractional order chaotic systems
Ivo Petráš (Autor:in)
2006
Aufsatz (Zeitschrift)
Elektronische Ressource
Unbekannt
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