Proceedings of the 12th IEEE International Conference on Fuzzy Systems (Cat. No.03CH37442) 2003
DOI: 10.1109/icm.2003.237831
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Investigation of space filling capacitors

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Cited by 9 publications
(6 citation statements)
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“…In fractal geometry, a space-filling curve is a continuous curve that can completely fill up higher-dimensional spaces such as a 2D unit square; it is a curve with an infinite length property on a finite area. The mathematical concept of space-filling curves has been employed by electronics to realize stretchable device design (26) and by capacitors to improve capacitance (25). Herein, to increase the cell length, a Peano curve in fractal geometry was adapted as the printed pattern, since it is reported to have a larger slot length relative to side length compared to other space-filling curves (25), meaning a larger cell length per unit area.…”
Section: Resultsmentioning
confidence: 99%
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“…In fractal geometry, a space-filling curve is a continuous curve that can completely fill up higher-dimensional spaces such as a 2D unit square; it is a curve with an infinite length property on a finite area. The mathematical concept of space-filling curves has been employed by electronics to realize stretchable device design (26) and by capacitors to improve capacitance (25). Herein, to increase the cell length, a Peano curve in fractal geometry was adapted as the printed pattern, since it is reported to have a larger slot length relative to side length compared to other space-filling curves (25), meaning a larger cell length per unit area.…”
Section: Resultsmentioning
confidence: 99%
“…The mathematical concept of space-filling curves has been employed by electronics to realize stretchable device design (26) and by capacitors to improve capacitance (25). Herein, to increase the cell length, a Peano curve in fractal geometry was adapted as the printed pattern, since it is reported to have a larger slot length relative to side length compared to other space-filling curves (25), meaning a larger cell length per unit area. As shown in Fig.…”
Section: Resultsmentioning
confidence: 99%
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“…Las curvas de llenado fractales tienen la característica particular de aumentar su períme-tro manteniéndose confinadas en la misma área (ver figura 1), lo cual las hace atractivas para la miniaturización de estructuras electromagnéticas. Recientemente algunas de estas curvas se han utilizado para reducir el tamaño de los dispositivos electromagnéticos y de los dispositivos electrostáticos (Chen y Wang, 2008;Ghali y Moselhy, 2004b;Moselhy, Ghali, Ragaie y Haddara, 2003). …”
Section: Curvas De Llenado Fractalesunclassified
“…Fractal-based electrical devices have been formerly demonstrated which includes fractal capacitors, fractal sensors, fractal transformers and fractal antennas. Fractal capacitors have high capacitance density in a single layer process (Samavati et al, 1998;Kumar and Rao, 2016;Moselhy et al, 2003), fractal sensors have smart sensing and compact size (Mashraei et al, 2016), fractal transformers have higher inductance and reduce micro-fabrication complexity (Stojanovi c et al, 2008;Zhu et al, 2015) and fractal antennas have useful multiband frequency behavior (Puente-Baliarda et al, 1998). The implementation of an inductor using multiple layers increases the inductance and Q (Geen et al, 1989;Merrill et al, 1995;Zolfaghari et al, 2001).…”
Section: Introductionmentioning
confidence: 99%