Fractional Rectangular Waveguide
TL;DR: Fractional dual rectangular waveguides may be considered as intermediate of two given wave-guides, where both wave-guide are related through principle of duality as mentioned in this paper, and the behavior of field lines in transverse plane is also investigated.
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Abstract: Fractional curl operator is utilized to construct the solutions corresponding to fractional dual rectangular waveguides. Fractional dual rectangular waveguides may be considered as intermediate of two given waveguides, where both waveguides are related through principle of duality. Characteristic impedance of fractional waveguide is determined. Behavior of field lines in transverse plane is also investigated.
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Citations
Fractional Order Butterworth Filter: Active and Passive Realizations
TL;DR: This paper presents a general procedure to obtain Butterworth filter specifications in the fractional-order domain where an infinite number of relationships could be obtained due to the extra independent fractional -order parameters which increase the filter degrees-of-freedom.
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Optimization of Fractional-Order RLC Filters
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A survey of single and multi-component Fractional-Order Elements (FOEs) and their applications
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TL;DR: A detailed survey of single and multi-component FOE implementations implies that a single component FOE is more suited for integration with the conventional circuitry but a market fit device is still a topic of research.
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Fractional order filter with two fractional elements of dependant orders
TL;DR: This work considers here the case where a filter is constructed using two fractional-order elements of different orders @a and @b, and the design equations for the filter are generalized taking into consideration stability constraints.
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Fractional-order Memristor Response Under DC and Periodic Signals
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TL;DR: This paper presents the relationships between seven different elements based on the four physical quantities and the fractional-order derivatives, and one of them is the Fractional- order memristor, where the Memristor dynamic is expressed by fractionAl-order derivative.
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Constantine A. Balanis
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TL;DR: In this article, the authors introduce the notion of circular cross-section waveguides and cavities, and the moment method is used to compute the wave propagation and polarization.
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Electromagnetic Waves in Hollow Metal Tubes of Rectangular Cross Section
L.J. Chu,W.L. Barrow +1 more
- 01 Dec 1938
TL;DR: In this paper, the theory of the transmission of electromagnetic waves in hollow conducting pipes of rectangular cross section is derived for perfectly conducting and for imperfectly conducting materials, and the results of experiments on this wave are reported.
88
Plot of Modal Field Distribution in Rectangular and Circular Waveguides
TL;DR: The earliest plots of modal field distribution in rectangular/circular waveguides were given by Southworth, Barrow, Schelkunoff, and Chu and Barrow.
69
Complex and higher order fractional curl operator in electromagnetics
Qaisar Abbas Naqvi,Musarat Abbas +1 more
TL;DR: The behavior of fractional solutions has been studied for real values of the fractional parameter which are greater than unity as mentioned in this paper, and for complex values of a fractional parametrization.
67
Fractional Curl Operator and Fractional Waveguides
TL;DR: In this paper, the behavior of field lines in fractional waveguides with respect to fractional parameter α is studied with the principle of duality and a fractional curl operator has been used to study the waveguide.