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Method for simultaneous optimization of the material composition and dimensions of multilayer photonic nanostructures

机译:同时优化材料组合物的方法和多层光子纳米结构的尺寸

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While several approaches have been proposed to optimize the geometrical dimensions of multilayer photonicnanostructures with a given material composition, very few works have considered simultaneously optimizingthe material composition and dimensions of such nanostructures. Here, we develop a hybrid optimization algo-rithm as a method to design optimal multilayer photonic structures. Leveraging recent progress in metaheuristicoptimization, we develop an optimization method consisting of a Monte Carlo simulation, a continuous adaptivegenetic algorithm, and a pattern search algorithm. We first perform a Monte Carlo simulation over the entire de-sign space. Structures are ranked according to the chosen fitness function. We find that this method yields viablematerial compositions. The material compositions of the best structures are used to parameterize the geneticalgorithm in the next stage. A number of genetic algorithm populations are generated, one for each materialcomposition, to optimize the thicknesses. These populations are run in parallel for a number of generations,evaluating the structures of each generation and using the characteristics of those that best satisfy the fitnessfunction to improve other structures. The resulting populations converge towards the optimum of their solutionspace typically after a few thousand generations. The genetic algorithm used is continuous because parametersare treated as real numbers rather than bit strings as in classical genetic algorithms, and adaptive because thealgorithm uses characteristics of the population pool to guide optimization. Finally, we apply a pattern searchlocal optimization algorithm to the best result from each population to nd the exact optimum.
机译:虽然已经提出了几种方法来优化多层光子的几何尺寸纳米结构具有给定材料组成,很少有效考虑同时优化这种纳米结构的材料组成和尺寸。在这里,我们开发混合优化ilgo-型材作为设计最佳多层光子结构的方法。利用近期在成群质主义的进展优化,我们开发了一种优化方法,包括蒙特卡罗模拟,连续自适应遗传算法和模式搜索算法。我们首先在整个方面进行蒙特卡罗模拟标志空间。结构根据所选择的健身功能排列。我们发现这种方法产生了可行的材料组合物。最佳结构的材料组合物用于参数化遗传下一阶段的算法。产生许多遗传算法群,每个材料组合物,优化厚度。这些群体在许多世代并行运行,评估每一种代的结构,并使用最能满足健身的结构功能改善其他结构。由此产生的人口达到了解决方案的最佳状态通常在几代之后的空间。使用的遗传算法是连续的,因为参数被视为真实数字而不是在古典遗传算法中的符号,而是适应性的算法使用人口池的特性来指导优化。最后,我们应用模式搜索本地优化算法到每个人群的最佳结果到ND精确的最佳状态。

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