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.

James shows the start of a new modded system build featuring Fractal components. 00:00 Start 00:20 Introduction 00:44 Core ...

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, ...