This paper proposes the realization of grounded and floating fractional order mem-elements (FOMEs) based on two- and three-port mutators, respectively
Pinched hysteresis with inverse-memristor frequency characteristics in some nonlinear circuit elements
Abstract Pinched hysteresis is considered to be a signature of the existence of memristance
Fractional smith chart theory
For the first time, a generalized Smith chart is introduced here to represent fractional order circuit elements
Fractional derivative modeling of double-diffusive free convection with von Neumann stability analysis
This paper focuses on the problem of fractional time derivative of fluid flow and convective heat and mass transfer from a heated semi-infinite wall immersed
Memristor-based quinary half adder
This paper theorizes the possibilities of generalizing a memristor based ternary adder circuit, to a memristor based multi-valued logic adder
Theory of fractional order elements based impedance matching networks
Fractional order circuit elements (inductors and capacitors) based impedance matching networks are introduced for the first time
Fractional-order impedance transformation based on three port mutators
Due to the importance of the mutators for active circuit realizations, this paper investigates different three port mutator circuits that can be used to implement a floating impedance
A simple model of double-loop hysteresis behavior in memristive elements
This brief investigates the double-loop hysteresis behavior in memristive elements
The minimax approach for a class of variable order fractional differential equation
This paper introduces an approximate solution for Liouville-Caputo variable order fractional differential equations with order 0 < ?(t) ? 1
Improved memristor-based relaxation oscillator
This paper presents an improved memristor-based relaxation oscillator which offers higher frequency and wider tunning range than the existing reactance-less oscillators