Copyright © 2013 Hongmin Deng, Qionghua Wang. This is an open access article distributed under the Creative Commons Attribu-tion License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. A memristor-based fractional order circuit derived from Chua’s topology is presented. The dynamic properties of this circuit such as phase trajectories, time evolution characteristics of state variables are analyzed through the approxima-tion method of fractional order operator. In addition, it clearly describes the relationships between the impedance varia-tion of the memristor and the varying mobility of the doped region of the memristor in different circuit parameters. Fi-nally, a...
The operation of memristive, meminductive and memcapacitive circuit components depend on their histo...
As it results from many research works, the majority of real dynamical objects are fractional-order ...
In this work, the analytical expressions of memristances, related parameters, and time domain behavi...
This paper studies the dynamic analysis, circuit implementation and circuit synchronization of a cla...
In 1695, G. Leibniz laid the foundations of fractional calculus, but mathematicians revived it only ...
A memristor diode bridge chaotic circuit is proposed in this paper. The proposed oscillator has only...
Fractional calculus has always been regarded as an ideal mathematical tool to describe the memory of...
The ideal magnetic flux-controlled memristor was introduced into a four-dimensional chaotic system a...
Memristor is a non-linear circuit element in which voltage-current relationship is determined by the...
Memristor is the fourth basic electronic element discovered in addition to resistor, capacitor, and ...
Abstract A memristor is naturally a nonlinear and at the same time memory element that may substitut...
Memristor and fractional-order derivatives are feasible options for constructing new systems with co...
International audienceIn this article, we investigate the bifurcation and chaos in a simplest fracti...
In this paper, the simplest chaotic oscillator with fractional-order-memristor component (SCOF) is p...
In this paper a modified third order Wien bridge oscillator with fractional order memristor is propo...
The operation of memristive, meminductive and memcapacitive circuit components depend on their histo...
As it results from many research works, the majority of real dynamical objects are fractional-order ...
In this work, the analytical expressions of memristances, related parameters, and time domain behavi...
This paper studies the dynamic analysis, circuit implementation and circuit synchronization of a cla...
In 1695, G. Leibniz laid the foundations of fractional calculus, but mathematicians revived it only ...
A memristor diode bridge chaotic circuit is proposed in this paper. The proposed oscillator has only...
Fractional calculus has always been regarded as an ideal mathematical tool to describe the memory of...
The ideal magnetic flux-controlled memristor was introduced into a four-dimensional chaotic system a...
Memristor is a non-linear circuit element in which voltage-current relationship is determined by the...
Memristor is the fourth basic electronic element discovered in addition to resistor, capacitor, and ...
Abstract A memristor is naturally a nonlinear and at the same time memory element that may substitut...
Memristor and fractional-order derivatives are feasible options for constructing new systems with co...
International audienceIn this article, we investigate the bifurcation and chaos in a simplest fracti...
In this paper, the simplest chaotic oscillator with fractional-order-memristor component (SCOF) is p...
In this paper a modified third order Wien bridge oscillator with fractional order memristor is propo...
The operation of memristive, meminductive and memcapacitive circuit components depend on their histo...
As it results from many research works, the majority of real dynamical objects are fractional-order ...
In this work, the analytical expressions of memristances, related parameters, and time domain behavi...