2003
DOI: 10.1109/tap.2003.811522
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Perturbed Sierpinski multiband fractal antenna with improved feeding technique

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Cited by 72 publications
(23 citation statements)
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“…Koch-like curve and Sierpinski Gasket are coalesced into a fire-new Sierpinskized Koch-like sided bow-tie multifractal (SKLB) in mainminor way with correlative and variable fractal scale ratios [26]. A K 4 S 4 SKLB multifractal dipole with variable fractal sale ratios fed by a linearly tapered microstrip Balun, etched on a Taconic TLX-5A dielectric substrate with dimension of 78 mm (68.96 mm) × 60 mm (56.2 mm) × 1.0 mm (L × W × T , with 35 µm copper cladding), ε r = 2.17 ± 0.02, and tan δ = 0.0009, is designed, simulated, fabricated and measured.…”
Section: Resultsmentioning
confidence: 99%
“…Koch-like curve and Sierpinski Gasket are coalesced into a fire-new Sierpinskized Koch-like sided bow-tie multifractal (SKLB) in mainminor way with correlative and variable fractal scale ratios [26]. A K 4 S 4 SKLB multifractal dipole with variable fractal sale ratios fed by a linearly tapered microstrip Balun, etched on a Taconic TLX-5A dielectric substrate with dimension of 78 mm (68.96 mm) × 60 mm (56.2 mm) × 1.0 mm (L × W × T , with 35 µm copper cladding), ε r = 2.17 ± 0.02, and tan δ = 0.0009, is designed, simulated, fabricated and measured.…”
Section: Resultsmentioning
confidence: 99%
“…Even if the antenna is a printed monopole, it can be studied as an asymmetric dipole and its input reactance has been studied through a transmission line model. It is well known that the resonance condition is obtained when the input impedance is purely resistive [37][38][39]. The antenna has been modelled as a transmission line periodically loaded from inductive reactances Xm represented by the half meanders shown in Fig 46. We have named half-meander the shorted transmission line of length w/2.…”
Section: Tl Model For Meander Antennasmentioning
confidence: 99%
“…This deviation is observed for standard as well as perturbed Sierpinski gaskets. Estimated formulas were given for standard and perturbed Sierpinski gaskets, to locate the operational frequencies [11,[14][15][16]. The formula developed in [14] is applicable for perturbed structures, but this also provides a compromised value for the first band.…”
Section: Introductionmentioning
confidence: 99%
“…Estimated formulas were given for standard and perturbed Sierpinski gaskets, to locate the operational frequencies [11,[14][15][16]. The formula developed in [14] is applicable for perturbed structures, but this also provides a compromised value for the first band. Authors of [15] have modified the formula developed in [11] for standard Sierpinski gasket.…”
Section: Introductionmentioning
confidence: 99%