An efficient neural optimizer for resonant nanostructures: demonstration of highly-saturated red silicon structural color
Ronghui Lin, Vytautas Valuckas, Thi Thu Ha Do, Arash Nemati, Arseniy, I. Kuznetsov, Jinghua Teng, Son Tung Ha

TL;DR
This paper introduces a hybrid neural optimizer that efficiently designs resonant nanostructures, demonstrated by creating highly-saturated red silicon structures with excellent optical properties and high pixel density.
Contribution
A novel hybrid data-efficient neural optimizer combining reinforcement learning and Powell's method for designing freeform nanostructures with physics-based insights.
Findings
Achieved near-ideal Schrodinger's red color in silicon nanostructures.
Required only ~300 iterations for 13-dimensional design optimization.
Demonstrated pixel resolution of approximately 65,000 pixels per inch.
Abstract
Freeform nanostructures have the potential to support complex resonances and their interactions, which are crucial for achieving desired spectral responses. However, the design optimization of such structures is nontrivial and computationally intensive. Furthermore, the current "black box" design approaches for freeform nanostructures often neglect the underlying physics. Here, we present a hybrid data-efficient neural optimizer for resonant nanostructures by combining a reinforcement learning algorithm and Powell's local optimization technique. As a case study, we design and experimentally demonstrate silicon nanostructures with a highly-saturated red color. Specifically, we achieved CIE color coordinates of (0.677, 0.304)-close to the ideal Schrodinger's red, with polarization independence, high reflectance (>85%), and a large viewing angle (i.e., up to ~ 25deg). The remarkable…
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Taxonomy
TopicsPhotonic and Optical Devices · Optical Coatings and Gratings · Plasmonic and Surface Plasmon Research
