Results 51 to 60 of about 10,025,076 (325)
Fractional-Order Inductor: Design, Simulation, and Implementation
IEEE Access, 2021 Fractional calculus has tremendous potential in modeling the evolution of complex systems including those with memory. Indeed, fractional-order models are more accurate in approximating non-locally distributed dynamics with short- or long-term memory ...
Li Zhang +4 more
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Fractional Order Estimation Schemes for Fractional and Integer Order Systems with Constant and Variable Fractional Order Colored Noise [PDF]
Circuits, Systems, and Signal Processing, 2014 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sierociuk, Dominik, Ziubinski, Pawel
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Modeling and Control Research of Fractional-Order Cascaded H-Bridge Multilevel STATCOM
Fractal and FractionalThis paper introduces fractional-order capacitors and fractional-order inductors into the conventional integer-order cascaded H-bridge multilevel static compensator (ICHM-STATCOM), thereby constructing the main circuit of the fractional-order cascaded H ...
Junhua Xu +5 more
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, 2019 One of the most popular tuning procedures for the development of fractional order controllers is by imposing frequency domain constraints such as gain crossover frequency, phase margin and iso-damping properties.
Birs, Isabela Roxana +4 more
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Optimal B-spline bases for the numerical solution of fractional differential problems [PDF]
, 2018 Efficient numerical methods to solve fractional differential problems are particularly required in order to approximate accurately the nonlocal behavior of the fractional derivative.
Pitolli, Francesca
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CFOA-Based Fractional Order PIλDδ Controller [PDF]
Electronics, 2017 Conventional Current Feedback Operational Amplifier (CFOA) is not current controllable or not electronically controllable. It is thus of interest to add a current mirror into the CFOA in order to make it current controllable.
Tada Comedang, Pattana Intan
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, 2011 Using the Mellin transform approach, it is shown that, in contrast with integer-order derivatives, the fractional-order derivative of a periodic function cannot be a function with the same period.
Kaslik, Eva, Sivasundaram, Seenith
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DISTRIBUTED ORDER FRACTIONAL SUB-DIFFUSION [PDF]
Fractals, 2004 A distributed order fractional diffusion equation is considered. Distributed order derivatives are fractional derivatives that have been integrated over the order of the derivative within a given range. In this paper, sub-diffusive cases are considered. That is, the order of the time derivative ranges from zero to one.
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Adaptive Fuzzy Control for Fractional-Order Interconnected Systems With Unknown Control Directions [PDF]
IEEE transactions on fuzzy systems, 2020 This article concentrates on the study of the decentralized fuzzy control method for a class of fractional-order interconnected systems with unknown control directions.
Bingyun Liang +3 more
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Hybrid Systems and Control With Fractional Dynamics (I): Modeling and Analysis
, 2014 No mixed research of hybrid and fractional-order systems into a cohesive and multifaceted whole can be found in the literature. This paper focuses on such a synergistic approach of the theories of both branches, which is believed to give additional ...
HosseinNia, S. Hassan +2 more
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