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[PDF] Top 20 Chaos in a fractional order modified Duffing system

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Chaos in a fractional order modified Duffing system

Chaos in a fractional order modified Duffing system

... study fractional order systems is through linear ...obtain a linear approximation for the fractional order integrator, the order of which depends on the desired bandwidth and the ... See full document

30

Chaos synchronization of fractional order modified duffing systems with parameters excited by a chaotic signal

Chaos synchronization of fractional order modified duffing systems with parameters excited by a chaotic signal

... is a 300-year-old mathematical topic [37–40]. Although it has a long history, the applications of fractional calculus to physics and engineering are just a recent focus of interest ...The ... See full document

13

Chaos in a modified van der Pol system and in its fractional order systenis

Chaos in a modified van der Pol system and in its fractional order systenis

... þ a_xðx 2  1Þ  b sin xt ¼ 0 ð4Þ In ...for a conservative harmonic force which determines the intrinsic oscillation ...During a complete cycle of oscillation, the energy is dissipated if ... See full document

32

Chaos in a generalized van der Pol system and in its fractional order system

Chaos in a generalized van der Pol system and in its fractional order system

... Abstract In this paper, chaos of a generalized van der Pol system with fractional orders is ...considered in detail. Chaos in the nonautonomous generalized van der ... See full document

35

Chaos in a nonlinear damped Mathieu system, in a nano resonator system and in its fractional order systems

Chaos in a nonlinear damped Mathieu system, in a nano resonator system and in its fractional order systems

... The chaos of the nonlinear damped Mathieu system and of the nano resonator system with its fractional order form Mechanical resonance is widely applied in high-precision ... See full document

20

Anticontrol of chaos of the fractional order modified van der Pol systems

Anticontrol of chaos of the fractional order modified van der Pol systems

... of chaos of fractional order modified van der Pol systems is ...of a constant term and addi- tion of kjxjsin x term where x is a state of the system are used to anticontrol the ... See full document

12

Chaos, control and synchronization of a fractional order rotational mechanical system with a centrifugal governor

Chaos, control and synchronization of a fractional order rotational mechanical system with a centrifugal governor

... follows. In Section 2, the review and the approximation of a fractional operator are ...given. In Section 3, the chaos in the autonomous fractional order rotational ... See full document

20

Chaos excited chaos synchronizations of integral and fractional order generalized van der Pol systems

Chaos excited chaos synchronizations of integral and fractional order generalized van der Pol systems

... Abstract In this paper, chaos excited chaos synchronizations of generalized van der Pol systems with integral and fractional order are ...of a third nonautonomous or autono- mous ... See full document

13

Pragmatical adaptive chaos control from a new double van der Pol system to a new double Duffing system

Pragmatical adaptive chaos control from a new double van der Pol system to a new double Duffing system

... problems in real dynamical systems is actual asymptotical stability, although may not be mathe- matical asymptotical ...states in the neighborhood of zero solution must approach the origin as t ? ...only ... See full document

10

Chaos Control of the Modified Chua's Circuit System

Chaos Control of the Modified Chua's Circuit System

... chaotic system is nonlinear, the above “linear” controls [3,4,9–11] do not guarantee stability or performance in the global ...the system lies outside the attraction basin, the state trajectory will ... See full document

6

Chaos control of new Mathieu-Van der Pol systems with new Mathieu-Duffing systems as functional system by GYC partial region stability theory

Chaos control of new Mathieu-Van der Pol systems with new Mathieu-Duffing systems as functional system by GYC partial region stability theory

... Conclusions In this paper, a new strategy by using GYC partial region stability theory is proposed to achieve chaos ...is a simple linear homogeneous function of states and the lower ... See full document

13

Chaos generalized synchronization of new Mathieu-Van der Pol systems with new Duffing-Van der Pol systems as functional system by GYC partial region stability theory

Chaos generalized synchronization of new Mathieu-Van der Pol systems with new Duffing-Van der Pol systems as functional system by GYC partial region stability theory

... is a negative definite function in the first ...shown in Figs. 20 and 21. 5. Conclusions In this paper, a new strategy by using GYC partial region stability theory is proposed to achieve ... See full document

20

Chaos synchronization of double Duffing systems with parameters excited by a chaotic signal

Chaos synchronization of double Duffing systems with parameters excited by a chaotic signal

... Abstract Chaos synchronization by driving parameter for two uncoupled identical chaotic double Duffing systems is ...of a third chaotic system, the synchronization or anti-synchronization of two ... See full document

7

Generating tri-chaos attractors with three positive Lyapunov exponents in new four order system via linear coupling

Generating tri-chaos attractors with three positive Lyapunov exponents in new four order system via linear coupling

... presents a new hyperchaotic sys- tem with three positive Lyapunov exponents (called ...come a new four order system—Mathieu–van der Pol autonomous ...the system can present more ... See full document

12

Anti-control of chaos of two-degrees-of-freedom loudspeaker system and chaos synchronization of different order systems

Anti-control of chaos of two-degrees-of-freedom loudspeaker system and chaos synchronization of different order systems

... The chaos anti-control and synchronization of a two-degrees-of-freedom loudspeaker system are studied in this ...to chaos. The anti-control methods such as addition of a constant ... See full document

19

Chaos synchronization of a horizontal platform system

Chaos synchronization of a horizontal platform system

... Abstract Chaos and chaos synchronization of the horizontal platform system are studied in this ...and chaos synchronization are ...parameters in the system can be found ... See full document

19

An efficient design of a variable fractional delay filter using a first-order differentiator

An efficient design of a variable fractional delay filter using a first-order differentiator

... of a fractional delay filter into the one of a first-order differentiator such that the conventional finitie- impulse response and infinite-impulse response differentiators can be applied to ... See full document

4

PERSISTENT PROPERTIES OF CRISES IN A DUFFING OSCILLATOR

PERSISTENT PROPERTIES OF CRISES IN A DUFFING OSCILLATOR

... From variations of the phase portrait X versus X and/or the return map a state diagram which illustrates the thresholds of hysteresis jump, period doubling, and crisis in F versus co spa[r] ... See full document

8

Chaos, chaos control and synchronization of the vibrometer system

Chaos, chaos control and synchronization of the vibrometer system

... which in general cannot be ...linear system, the study of the types of periodic solution, the effects to the solutions caused by different para- meters and initial conditions and the stability analysis of ... See full document

21

Modified propagation equations for soliton transmission in a polarization-division multiplexing system

Modified propagation equations for soliton transmission in a polarization-division multiplexing system

... propagation in a random birefringent ®bre are ...soliton in- teractions in a polarization-division multiplexing transmission ... See full document

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