Fractal geometries have been studied for antennas with special characteristics, both as
antenna elements, and as spatial distribution functions for elements in antenna arrays. Koch …

We have used the fractal nature of the geometry in obtaining approximate design equations
for dipole antennas with Hilbert curve geometry. We have also reported that in the case of …

This paper relates for the first time, multiple resonant frequencies of fractal element antennas
using Koch curves to their fractal dimension. Dipole and monopole antennas based fractal …

Reply to comments on "On the relationship between fractal dimension and the performance of
multi-resonant dipole antennas u Page 1 IEEE TRANSACTIONS ON ANTENNAS AND …

The increased interest in fractal antennas is due to their possible application in multi-band
wireless communication devices. The fractal antenna is formed by applying a generator …

Fractal geometry involves a recursive generating methodology that results in contours with
infinitely intricate fine structures. This geometry, which has been used to model complex …

The unique geometrical properties of fractals have been proven to be useful to design
advanced antennas. Enhanced performance in terms of size, gain, or multifrequency …

The combination of fractal geometry with electromagnetic theory opens an interesting
window for research to find new antenna designs and applications. Fractal technology …

Fractal objects have some unique geometrical properties. One of them is the possibility to
enclose in a finite area an infinitely long curve. The resulting curve is highly convoluted …

A review of electromagnetic features of microstrip antennas using fractal geometries is
presented divided in four main areas: multi-frequency antennas, combination of multi …