4.6 Article

General Inverse Design of Layered Thin-Film Materials with Convolutional Neural Networks

Journal

ACS PHOTONICS
Volume 8, Issue 12, Pages 3641-3650

Publisher

AMER CHEMICAL SOC
DOI: 10.1021/acsphotonics.1c01498

Keywords

machine learning; deep learning; photonic design; optical coatings; metamaterials

Funding

  1. Ohio Third Frontier Project Research Cluster on Surfaces in Advanced Materials (RC-SAM) at Case Western Reserve University
  2. NSF [1904592]
  3. Direct For Mathematical & Physical Scien
  4. Division Of Chemistry [1904592] Funding Source: National Science Foundation

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The study demonstrates the application of convolutional neural networks in solving the inverse design problem for metamaterials made of stacks of thin films, showcasing the remarkable ability of neural networks to navigate large design spaces and establish relationships between structure and optical responses. Compared to traditional optimization methods, the relative efficiency of neural networks increases with the total layer number, highlighting the advantage of machine learning approaches in complex, multi-layered systems.
The design of metamaterials which support unique optical responses is the basis for most thin-film nanophotonic applications. In practice, this inverse design (ID) problem can be difficult to solve systematically due to the large design parameter space associated with general multilayered systems. We apply convolutional neural networks, a subset of deep machine learning, as a tool to solve this ID problem for metamaterials composed of stacks of thin films. We demonstrate the remarkable ability of neural networks to probe the large global design space (up to 1012 possible parameter combinations) and resolve all relationships between the metamaterial structure and corresponding ellipsometric and reflectance/transmittance spectra. The applicability of the approach is further expanded to include the ID of synthetic engineered spectra in general design scenarios. Furthermore, this approach is compared with traditional optimization methods. We find an increase in the relative optimization efficiency of the networks with the increase in the total layer number, revealing the advantage of the machine learning approach in many-layered systems where traditional methods become impractical.

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