Source-linked AI summary
Machine learning assisted global optimization of photonic devices
Zhaxylyk A. Kudyshev, Alexander V. Kildishev, Vladimir M. Shalaev, Alexandra Boltasseva
TL;DR
Multi-constrained nanophotonic optimization relies on computationally expensive 3D full-wave solvers. The paper couples a conditional adversarial autoencoder with metaheuristic search in compressed design space. Physics-driven regularization improves the sampled efficiency distribution over unregularized search and random sampling.
Problem
Multi-constrained nanophotonic optimization requires computationally expensive 3D full-wave electromagnetic solvers, making existing frameworks time-consuming and inefficient.
Source: p. 1Method
The framework couples a conditional adversarial autoencoder with metaheuristic optimization, searching designs in compressed space.
Source: pp. 3–4Results
79%–96.4% efficiency for c-AAE+rDE, versus 65%–95.9% for c-AAE+DE and 61% mean efficiency for random c-AAE search.
Source: §5 · p. 11Takeaways & Limitations
The authors propose using eigenmodes of high-efficiency designs to gain insight into mode components associated with optimal devices.
Source: §5 · p. 11
Abstract
from arXiv · showhide
Over the past decade, artificially engineered optical materials and nanostructured thin films have revolutionized the area of photonics by employing novel concepts of metamaterials and metasurfaces where spatially varying structures yield tailorable, "by design" effective electromagnetic properties. The current state-of-the-art approach to designing and optimizing such structures relies heavily on simplistic, intuitive shapes for their unit cells or meta-atoms. Such approach can not provide the global solution to a complex optimization problem where both meta-atoms shape, in-plane geometry, out-of-plane architecture, and constituent materials have to be properly chosen to yield the maximum performance. In this work, we present a novel machine-learning-assisted global optimization framework for photonic meta-devices design. We demonstrate that using an adversarial autoencoder coupled with a metaheuristic optimization framework significantly enhances the optimization search efficiency of the meta-devices configurations with complex topologies. We showcase the concept of physics-driven compressed design space engineering that introduces advanced regularization into the compressed space of adversarial autoencoder based on the optical responses of the devices. Beyond the significant advancement of the global optimization schemes, our approach can assist in gaining comprehensive design "intuition" by revealing the underlying physics of the optical performance of meta-devices with complex topologies and material compositions.
5 Physics-driven compressed space engineering
Physics-driven supervised training separates the compressed design space by emitter efficiency, enabling differential evolution to search the high-efficiency region. The regularized search produces a stronger efficiency distribution than unregularized search or random sampling, while the authors propose eigenmode analysis as a way to learn about optimal designs.
5 Physics-driven compressed space engineering
- Supervised c-AAE training assigns separate 15D Gaussian priors to high- and low-efficiency classes (>60% and <60%), then DE searches the high-efficiency region.A binary regularization label is passed to the discriminator, creating two efficiency-associated regions in the compressed design space.Source: §5 · p. 10
- The best optimized emitter delivers 96% in-band emissivity and substantially suppresses out-of-band emission.The optimized design’s efficiency is 96.4%.Source: §5 · pp. 10–11
- 79%–96.4% efficiency range for c-AAE+rDE, versus 65%–95.9% for c-AAE+DE and 61% mean efficiency for random c-AAE search.The regularized search also achieved 87% mean efficiency and a best design with 96.4% efficiency.Source: §5 · pp. 10–11
- The authors propose analyzing eigenmodes of high-efficiency-cluster designs to identify mode components associated with optimal devices.They suggest using this analysis to develop design requirements and reconstruct antenna designs from first principles.Source: §5 · p. 11