A method for determining the dimension of planar monopole triangular antenna

Pramudita, Aloysius Adya

doi:10.1109/icares.2014.7024398

Cited by 2 publications

(3 citation statements)

References 11 publications

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“…The matching network is designed based on antenna and transmission line admittances (

Y_{A}, Y_{o}

), where the transmission line dimensions were designed to ensure

Y_{o} = 1 / 50

using the expressions in .

Y_{A}

is calculated considering that the input impedance of a slot antenna

(|, Z_{A} = 1 / Y_{A})

can be estimated in terms of its complementary dipole,

Z_{d}

; whereas the impedance of the equivalent triangular patch antenna can be obtained through Schelkunoff approximation . Combining both equations yields:

Z_{A} = \frac{{π Z}_{i n t}}{4 normalln (|, normalcot (|, \frac{θ_{h}}{2}))} = \frac{376.7 π}{4 \sqrt{ε_{italiceff}} \ln (|, normalcot (|, \frac{θ_{h}}{2}))}

…”

Section: Designing Matching Impedance Network For Pcb and On‐chip Comentioning

confidence: 99%

Tunable matching network for accurate impedance measurement of on‐chip and PCB millimeter‐wave antennas

Granados

Murphy‐Arteaga

2016

Micro & Optical Tech Letters

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A tunable matching network is proposed to match antenna to ground‐signal‐ground probes allowing antennas measurement without further analysis or additional test structures. Excellent correlation for proposed model is achieved when compared with numerical electromagnetic analysis tool and one port S‐parameters measurements for millimeter‐wave on‐wafer and printed circuit board (PCB) antennas. © 2016 Wiley Periodicals, Inc. Microwave Opt Technol Lett 58:2516–2518, 2016

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“…The matching network is designed based on antenna and transmission line admittances (

Y_{A}, Y_{o}

), where the transmission line dimensions were designed to ensure

Y_{o} = 1 / 50

using the expressions in .

Y_{A}

is calculated considering that the input impedance of a slot antenna

(|, Z_{A} = 1 / Y_{A})

can be estimated in terms of its complementary dipole,

Z_{d}

; whereas the impedance of the equivalent triangular patch antenna can be obtained through Schelkunoff approximation . Combining both equations yields:

Z_{A} = \frac{{π Z}_{i n t}}{4 normalln (|, normalcot (|, \frac{θ_{h}}{2}))} = \frac{376.7 π}{4 \sqrt{ε_{italiceff}} \ln (|, normalcot (|, \frac{θ_{h}}{2}))}

…”

Section: Designing Matching Impedance Network For Pcb and On‐chip Comentioning

confidence: 99%

Tunable matching network for accurate impedance measurement of on‐chip and PCB millimeter‐wave antennas

Granados

Murphy‐Arteaga

2016

Micro & Optical Tech Letters

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“…Input impedance of single cone above ground plane is half of the biconical antenna input impedance. Furthermore the input impedance of monopole calculated as (7-10) that also mentioned in [10].…”

Section: Methodsmentioning

confidence: 99%

“…In this research, implementation of LME algorithm in determining the radome dimensions of a planar antenna has investigated. In this research, a method of determining dimensions of planar antenna radome has investigated by using a case study on a triangular-shaped planar monopole antenna which is studied in the previous research as an antenna for digital TV broadcast system [10]. This paper is organized as follows: the first chapter describes the background of the research.…”

Section: Introductionmentioning

confidence: 99%

Least Mean Error Algorithm for Determining the Radome Dimension of Planar Antenna

Pramudita

Wahyu

2016

TELKOMNIKA

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Antennas are generally contructed from metallic materials; therefore it is prone to corrosion when installed outdoors. Radome is an important part of an outdoor antenna that serves to protect the antenna from environmental conditions. Radome structure is not expected to have a significant influence on the characteristics of the antenna. Parametric study is generaly applied in finding the optimum antenna dimenssion included radome. A method for guiding a parametric study proses in finding the optimum antenna dimensions has investigated and proposed in this paper. In this study, a method for determining the optimum radome dimension for planar antenna by applying the algorithm Least Mean Error (LME) has investigated. LME algorithm is used to find the optimum dimensions of the radome. The simulation results show that the proposed method can be applied to determine the dimensions of a planar antenna.

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A method for determining the dimension of planar monopole triangular antenna

Cited by 2 publications

References 11 publications

Tunable matching network for accurate impedance measurement of on‐chip and PCB millimeter‐wave antennas

Tunable matching network for accurate impedance measurement of on‐chip and PCB millimeter‐wave antennas

Least Mean Error Algorithm for Determining the Radome Dimension of Planar Antenna

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