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This document provides an overview of fractal antenna geometries and their applications. It discusses how fractal antennas can be used to miniaturize antenna size while maintaining performance. Specific fractal geometries discussed include the Sierpinski gasket, Sierpinski carpet, and Koch curve. These geometries have self-similarity and space-filling properties that allow the electrical length of the antenna to be increased within a compact physical size through iterative geometric transformations. Prior r

Author

sadaram3434

Language

EN