2013RECERCAT (Consorci de Serveis Universitaris de Catalunya)Open access

MOD-P SIERPINSKI FRACTAL MULTIBAND ANTENNA

Jordi Soler, J. Romeu, Carles Puente Baliarda

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Abstract

Multiband antennas have an important role in the incoming telecommunication systems. A new set of multiband\nantennas based on fractal geometry, referred as mod-p Sierpinski gaskets is presented. These novel designs constitute a\ngeneralisation of the Sierpinski antenna already analysed, and presenta log-periodic behaviour due to their fractal selfsimilarity\nproperties.

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Multiband antennas have an important role in the incoming telecommunication systems. A new set of multiband\nantennas based on fractal geometry, referred as mod-p Sierpinski gaskets is presented. These novel designs constitute a\ngeneralisation of the Sierpinski antenna already analysed, and presenta log-periodic behaviour due to their fractal selfsimilarity\nproperties.

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Available abstract

Multiband antennas have an important role in the incoming telecommunication systems. A new set of multiband\nantennas based on fractal geometry, referred as mod-p Sierpinski gaskets is presented. These novel designs constitute a\ngeneralisation of the Sierpinski antenna already analysed, and presenta log-periodic behaviour due to their fractal selfsimilarity\nproperties.

Key concepts: Fractal antenna, Sierpinski triangle, Fractal, Antenna (radio), Koch snowflake, Sierpinski carpet, Similarity (geometry), Mathematics

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