Fractal antennas ppt
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Transcript of Fractal antennas ppt
A. ANCY STEFFINADEVISREEII ECEVVCOE
BY
OBJECTIVE
To provide a study of different fractal antenna with an overview of recent developments
FRACTAL ANTENNA – AN INTRODUCTION Fractal antenna theory – a new area “fractal ” means broken or irregular
fragments “Family of complex shapes that possess an
inherent self similarity or self affinity in their geometrical structure”
Came from unique occurances in nature
FRACTAL ANTENNA
FRACTAL ANTENNA
Suggests some attractive solutions for using single small antenna needed for different frequency bands (multiband operation)
Size, area and mass reduction (miniaturization)
The effective length of the antenna can be increased keeping the total area same
GEOMETRY OF FRACTALS
The shape can be formed by iterative mathematical process called IFS
Based on series of affine transformationsw(x,y) = (ax+by+e, cx+dy+f)○ a,b,c,d control rotation and scaling○ e , f control linear translation
Repeatedly applying W to the previous geometryfractal geometry
A1=W(A0); A2 = W (A1);……..
GEOMETRY OF FRACTALS
IFS generated a sequence that converges to a final image
More no. of iterations increase in effective length decrease in resonant frequency
Fractal geometry used in most of the works:Koch fractalSirepinski fractalKoch island fractal
A four iteration Koch fractal
A three iteration Sirepinski fractal
A three iteration Koch island
HOW MINIATURIZATION ?
Achieving lower fr with reduced length is miniaturization
Fractal geometry comprise larger antenna length in a smaller volume
HOW MULTIBAND OPERATION? A single antenna
operating in two or more freuquency bands multiband operation
Antenna elements operating in different frequency used
In fractal antenna coupling between sharp angles produce different current paths achieving multi band operation
FRACTAL LOOP ANTENNAS
Loop antenna needs more space
Small loop low input resistance-mismatch to the
transmission line
KOCH LOOP•A koch loop can be used loop antenna•Perimeter gets increased maintaining the same volume • less volume required for resonance• input impedance improved
SIREPINSKI MONOPOLE AND DIPOLE
Multiple bands controlled by scale factors Flare angle controls the frequency shift Models developed to predict the performance
FRACTAL ANTENNA ARRAY
Antenna array : to improve the gain Random fractal used to generate array
configuration between periodic and random Low side lobe (feature of periodic array ) Robust (feature of random array) four stage linear Cantor array
CONCLUSION
An overview of fractal antenna theory was presented
Small sized, lo profile and low weight antennas can be developed by using fractal geometries
Being in early stage of development more innovations to come in the future