In this paper, Koch snowflake fractal geometry on a Cylindrical Dielectric Resonator antenna (CDRA) is designed and analyzed up to two iterations. The antenna has been excited by a coaxial probe ...

Thomas Mulligan explains why no two snowflakes are alike using fractal science and the physics of ice formation.

Discover the compact and innovative world of the Fractal Design Node 202! This video dives into the sleek design and ...

B. Modifying the rectangular geometry using the SIERPINSKI Curve Fractal structure To reduce the resonance frequency of a rectangular patch antenna, it is necessary to increase the size of the antenna ...

From Mozart and Dostoyevsky to Jackson Pollock — two books reveal the fundamental and sometimes surprising intertwining of ...

From four-dimensional hexagons to the mind-bending amplituhedron, geometrical shapes are wilder than we learn at school - and ...

Fractal cuts : exploring the magic of fractals with pop-up designs by Uribe, Diego Publication date 1993 Topics Fractals, Cut-out craft, Paper work, Paper Handicrafts Publisher Diss : Tarquin ...

Multifractals are the general form of scale invariances, where a fractal behavior is repeated by a similar object or pattern. Although the multifractal spectrum has been accepted as a measure of ...

There comes a point in every reviewer’s life when a headset makes them question what they’ve been settling for. For me, that moment came midway through testing Fractal Design Scape. This isn’t just a ...

Predicting the electrical conductivity of porous media is important for oil reservoirs, rock physics, and fuel cells. In this work, a cuboid embedded with a damaged tree-like network is employed to ...

As an alternative, the present work proposes a fitting model based on fractal geometry. Fractals are mathematical objects possessing effective “fractal” dimensions that are not necessarily equal to 1, ...