A New Approximate Closed Solution for Small Dipole Antenna with Method of Moments

In this paper, an approximate closed-form solution of the impedance coefficient for a small dipole using the method of moments is developed from the reduced or approximate Pocklington equation. As an application, the close-form self-impedance coefficient using the piecewise constant and linear basis...

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Veröffentlicht in:Revista IEEE América Latina 2016-04, Vol.14 (4), p.1562-1569
Hauptverfasser: Paez Rueda, Carlos Ivan, Bustamante Miller, Roberto
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description In this paper, an approximate closed-form solution of the impedance coefficient for a small dipole using the method of moments is developed from the reduced or approximate Pocklington equation. As an application, the close-form self-impedance coefficient using the piecewise constant and linear basis functions are found, with well-defined rounding error functions. The authors found that the self-impedance using the piecewise constant basis function is inconsistent with the physics of the problem for segments close to wavelength tenths and arbitrary small wire diameters, independent of the reduced kernel approximation and the printed source model used.
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subjects Approximation
Basis functions
Benchmark testing
Coefficients
Constants
Dipole Antenna
Dipole antennas
Impedance
Kernel
Mathematical analysis
Mathematical model
Mathematical models
Method of moments
Pocklington Equation
Silicon compounds
Wire
title A New Approximate Closed Solution for Small Dipole Antenna with Method of Moments
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