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Approximations of higher-order fractional differentiators and integrators using indirect discretization
This paper describes new approximations of fractional order integrators (FOIs) and fractional
order differentiators (FODs) by using a continued fraction expansion-based indirect …
order differentiators (FODs) by using a continued fraction expansion-based indirect …
New improved fractional order differentiator models based on optimized digital differentiators
Different evolutionary algorithms (EAs), namely, particle swarm optimization (PSO), genetic
algorithm (GA), and PSO‐GA hybrid optimization, have been used to optimize digital …
algorithm (GA), and PSO‐GA hybrid optimization, have been used to optimize digital …
Improved Digital Rational Approximation of the Operator Using Second-Order s-to-z Transform and Signal Modeling
F Leulmi, Y Ferdi - Circuits, Systems, and Signal Processing, 2015 - Springer
In this paper, an improved stable digital rational approximation of the fractional-order
operator s^ α, α ∈\, R s α, α∈ R is developed. First, a novel efficient second-order digital …
operator s^ α, α ∈\, R s α, α∈ R is developed. First, a novel efficient second-order digital …
[PDF][PDF] Design of improved fractional order integrators using indirect discretization method
This paper has adopted rational approximation based on Regular Newton method, for
frequency domain fitting of transfer functions of fractional order integrators (FOIs). Further …
frequency domain fitting of transfer functions of fractional order integrators (FOIs). Further …
An improvement of the rational approximation of the fractional operatorsα
F Leulmi, Y Ferdi - 2011 Saudi International Electronics …, 2011 - ieeexplore.ieee.org
In this paper we propose an improvement of the rational approximation of continuous
fractional order differentiators and integrators of types α obtained using direct discretization …
fractional order differentiators and integrators of types α obtained using direct discretization …
Design of fractional order integrators and differentiators using novel rational approximations
This paper contributes a relatively broader realm of new improved rational approximations
based on Halley's iterative method incorporating different orders of one-half, one-third and …
based on Halley's iterative method incorporating different orders of one-half, one-third and …
Implementation of first and third order fractional order differentiators and integrators using switched capacitors
P Varshney, M Gupta… - … Conference on Power …, 2011 - ieeexplore.ieee.org
This paper proposes first-order and third-order Switched Capacitor realizations of fractional
order differentiators and integrators. First, the s-to-z transformation is expanded for fractional …
order differentiators and integrators. First, the s-to-z transformation is expanded for fractional …
Direct Approach for Modelling a Class of Fractional-Order System Using Two Generating Functions
W Sungoh, J Swarnakar - International Conference on Communication …, 2024 - Springer
In this paper, two second-order generating functions have been suggested to model a class
of fractional-order system (FOS) in z domain using direct discretization method. The …
of fractional-order system (FOS) in z domain using direct discretization method. The …
[PDF][PDF] Research Article New Improved Fractional Order Differentiator Models Based on Optimized Digital Differentiators
M Gupta, R Yadav - academia.edu
Different evolutionary algorithms (EAs), namely, particle swarm optimization (PSO), genetic
algorithm (GA), and PSO-GA hybrid optimization, have been used to optimize digital …
algorithm (GA), and PSO-GA hybrid optimization, have been used to optimize digital …
[ALINTI][C] Kesirli dereceli kontrol sistemlerinin dayanıklı analiz ve tasarımı
MM Özyetkin - 2013 - Fen Bilimleri Enstitüsü