2017•Unpublished venueRequires access

Empirical formulas for propagation constant calculation of leaky circular waveguide

Chong Zhang, Junhong Wang, Fan Li, Hua Zhang

Open publisher page 3 citations

Abstract

The approach for analyzing the propagation constant of leaky circular waveguide with periodic slots is given in this paper, which is different from that of the traditional closed waveguide. The relationships between the waveguide parameters and the normalized propagation constant of the leaky circular waveguide are analyzed. Based on the analysis, empirical formulas for propagation constant calculation of leaky circular waveguide can be derived via curve-fitting method using the data obtained from numerical method, which are very valuable for the investigation on the cut-off wavelength and the spatial harmonics of leaky circular waveguide.

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What this paper is about

The approach for analyzing the propagation constant of leaky circular waveguide with periodic slots is given in this paper, which is different from that of the traditional closed waveguide. The relationships between the waveguide parameters and the normalized propagation constant of the leaky circular waveguide are analyzed. Based on the analysis, empirical formulas for propagation constant calculation of leaky circular waveguide can be derived via curve-fitting method using the data obtained from numerical method, which are very valuable for the investigation on the cut-off wavelength and the spatial harmonics of leaky circular waveguide.

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The approach for analyzing the propagation constant of leaky circular waveguide with periodic slots is given in this paper, which is different from that of the traditional closed waveguide. The relationships between the waveguide parameters and the normalized propagation constant of the leaky circular waveguide are analyzed. Based on the analysis, empirical formulas for propagation constant calculation of leaky circular waveguide can be derived via curve-fitting method using the data obtained from numerical method, which are very valuable for the investigation on the cut-off wavelength and the spatial harmonics of leaky circular waveguide.

Key concepts: Waveguide, Propagation constant, Constant (computer programming), Harmonics, Wavelength, Optics, Leaky mode, Mathematical analysis

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