Efficient and Accurate Electromagnetic Optimizations Based on Approximate Forms of the Multilevel Fast Multipole Algorithm


We have a tendency to present electromagnetic optimizations by heuristic algorithms supported by approximate styles of the multilevel quick multipole algorithm (MLFMA). Optimizations of advanced structures, such as antennas, are performed by considering each trial as an electromagnetic problem which will be analyzed via MLFMA and its approximate forms. A dynamic accuracy management is utilised so as to extend the potency of optimizations. Specifically, within the proposed theme, the accuracy is employed as a parameter of the optimization. We show that the developed mechanism with dynamic accuracy control provides faster optimizations without deteriorating the quality of the final ends up in comparison to optimizations with full MLFMA.

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