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Inverse design of a Fabry-Pérot resonator and Bragg reflector

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Inverse Design with Deep Learning

Work of my master thesis "Data driven design of optical resonators: using artificial intelligence to gain insight into nanophotonic structures" at Vrije Universiteit Brussel, under supervision of Hannah Pinson and Prof. Vincent Ginis. For this work, I won the Best Physics Master thesis prize of the Belgian Physical Society (BPS). Full thesis can be found on https://arxiv.org/abs/2202.03578. It led to a publication in Nanophotonics:

J. Lenaerts, H. Pinson, V. Ginis, "Artificial Neural Networks for inverse design of resonant nanophotonic components with oscillatory loss landscapes" (2021) Nanophotonics, (10)1, 385-392 https://www.degruyter.com/view/journals/nanoph/ahead-of-print/article-10.1515-nanoph-2020-0379/article-10.1515-nanoph-2020-0379.xml

Fabry-Pérot

The notebook contains the code for the 2 steps of inverse design. This is step 1, the training of a neural network to predict the transmission T of the resonator and step 2, using the network to perform gradient descent on the resonator parameters. The networks we trained are found in the folder "Networks Fabry-Pérot", the file 'Total results.csv' therein gives an overview of these networks. In the folder "Inverse design Fabry-Pérot/gifs", you can find some interesting gifs of inverse design on transmissions from the test set, like the one below.

Inverse design - 27

Bragg reflector

There was only one trained network in the folder "Bragg reflector". This folder also contains a subfolder 'gifs/' with some interesting gifs of inverse design on transmissions from the test set, like the one below.

Inverse design - 6921

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