An analysis of a given electrical circuit using a fractional derivative. The statespace equation was developed. The dynamics of tensions described by Kirchhoff’s laws equations. The paper used the definition of the integral derivative Caputo and CDF conformable fractional definition. An electrical circuit solution using Caputo and CDF definitions for rectangular with zero initial conditions was developed. The results obtained using the Caputo and CDF definitions were compared. The solutions are shown for capacitor voltages, for fractional derivative orders of 0.6, 0.8, 1. The results were compared using graphs
<p></p><p>Abstract A natural extension of differential calculus, initially proposed by l'Hôpital in ...
At the beginning of the paper, the fractional calculus is briefly presented. Then, the models of die...
A new class of singular fractional linear systems and electrical circuits is introduced. Using the C...
We presented the model of resistance, inductance, capacitance circuit using a novel derivative with ...
AbstractIn this paper we propose a fractional differential equation for the electrical RC and LC cir...
The paper presents general solutions for fractional state-space equations. The analysis of the fract...
WOS: 000349736600006In this paper, charging and discharging processes of different capacitors in ele...
Fractional order circuit elements are successfully used to model circuits and systems in the last fe...
The paper deals with the solution of problems that concern fractional time derivatives. Specifically...
We study three different types of electrical circuit equations using fractional calculus and various...
In this article, fractional linear electrical systems are investigated. Analytical solutions of the ...
The performance of electrical devices, depending on the processes of the electrolytes, have been ful...
In this study, numerical approximation of electrical circuits in terms of Caputo fractional time der...
WOS: 000382511800005In this paper, the charge variation in time has been investigated in electrical ...
A number of critical remarks related to the application of fractional derivatives in electrical circ...
<p></p><p>Abstract A natural extension of differential calculus, initially proposed by l'Hôpital in ...
At the beginning of the paper, the fractional calculus is briefly presented. Then, the models of die...
A new class of singular fractional linear systems and electrical circuits is introduced. Using the C...
We presented the model of resistance, inductance, capacitance circuit using a novel derivative with ...
AbstractIn this paper we propose a fractional differential equation for the electrical RC and LC cir...
The paper presents general solutions for fractional state-space equations. The analysis of the fract...
WOS: 000349736600006In this paper, charging and discharging processes of different capacitors in ele...
Fractional order circuit elements are successfully used to model circuits and systems in the last fe...
The paper deals with the solution of problems that concern fractional time derivatives. Specifically...
We study three different types of electrical circuit equations using fractional calculus and various...
In this article, fractional linear electrical systems are investigated. Analytical solutions of the ...
The performance of electrical devices, depending on the processes of the electrolytes, have been ful...
In this study, numerical approximation of electrical circuits in terms of Caputo fractional time der...
WOS: 000382511800005In this paper, the charge variation in time has been investigated in electrical ...
A number of critical remarks related to the application of fractional derivatives in electrical circ...
<p></p><p>Abstract A natural extension of differential calculus, initially proposed by l'Hôpital in ...
At the beginning of the paper, the fractional calculus is briefly presented. Then, the models of die...
A new class of singular fractional linear systems and electrical circuits is introduced. Using the C...