Abstract

A novel fractal dual-mode microstrip bandpass filter design has been introduced in an attempt to produce filters with highly miniaturized size for modern wireless applications. The filter structure has been generated based on the 3 <sup xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink">rd</sup> iteration Minkowski-like pre-fractal geometry, using the conventional dual-mode square ring resonator as the initiator in the fractal generation process. The space-filling property, self-similarity and the diagonal symmetry of the structures corresponding to the successive iteration levels of this fractal geometry have found to produce reduced size filter structures with accepted performance. The bandpass filter structure produced by the 3 <sup xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink">rd</sup> iteration of this fractal geometry can be considered as a novel design with adequate performance. This design structure possesses a size reduction of about 72% compared with the conventional dualmode square ring resonator operating at the same frequency and using the same substrate material. In addition, the new design technique seems reliable, since it provides the filter designers with more degree of freedom and further size reduction as compared with those reported in the literatures.

Highlights

  • Recent developments in wireless communication systems have presented new challenges to design and produce highquality miniaturized components

  • A novel miniaturized fractal bandpass filter structure has been presented as a result of a new technique for dual-mode microstrip bandpass filter design

  • The dual-mode bandpass filter structure has been generated based on the 3rd iteration Minkowski-like pre-fractal geometry and using the conventional dual-mode square ring resonator as an initiator

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Summary

INTRODUCTION

Recent developments in wireless communication systems have presented new challenges to design and produce highquality miniaturized components These challenges stimulate microwave circuits designers and antennas designers to seek out for solutions by investigating different fractal geometries [1,2,3,4,5]. It has been shown that the self-similarity property of fractal shapes can be successfully applied to the design of multi-band fractal antennas, such as the Sierpinski gasket antenna, while the space-filling property of fractals can be utilized to reduce antenna size. Hilbert fractal curve has been used as a defected ground structure in the design of a microstrip lowpass filter operating at the L-band microwave frequency [1]. The resulting filter structures are supposed to have miniaturized sizes with adequate reflection and transmission responses

THE MINKOWSKI-LIKE PRE-FRACTAL GEOMETRY
FILTER DESIGN
PERFORMANCE EVALUATION
Findings
CONCLUSION
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