Abstract:Advances in modern manufacturing have enabled the multiscalar patterning of dielectric media with nearly arbitrary layouts, presenting unique opportunities to revolutionize the design and fabrication pipeline for photonic technologies. In this Perspective, we discuss how algorithms based on classical optimization and deep learning are establishing a new conceptual framework for freeform optical engineering. These tools can specify suitable design parameters for a desired objective, automate the high-speed opti… Show more
“…As a metrology tool, incorporating a goniometer stage with our system can enable measurements at different light incidence angles, producing more data for more accurate analysis. Longer term, we envision that our concept can extend to the analysis of microscopic domains through the use of microscope objectives in the 4 f system and that it can be implemented in other imaging and optical data processing modalities through the utilization of metasurface apertures with more customized optical responses 36 – 41 . With proper co-design of aperture responses with software, our imaging system can be tailored for tasks as diverse as optical computing and data compression, and it can combine with concepts in computational imaging to enable enhanced imaging capabilities 42 .…”
We introduce an imaging system that can simultaneously record complete Mueller polarization responses for a set of wavelength channels in a single image capture. The division-of-focal-plane concept combines a multiplexed illumination scheme based on Fourier optics together with an integrated telescopic light-field imaging system. Polarization-resolved imaging is achieved using broadband nanostructured plasmonic polarizers as functional pinhole apertures. The recording of polarization and wavelength information on the image sensor is highly interpretable. We also develop a calibration approach based on a customized neural network architecture that can produce calibrated measurements in real-time. As a proof-of-concept demonstration, we use our calibrated system to accurately reconstruct a thin film thickness map from a four-inch wafer. We anticipate that our concept will have utility in metrology, machine vision, computational imaging, and optical computing platforms.
“…As a metrology tool, incorporating a goniometer stage with our system can enable measurements at different light incidence angles, producing more data for more accurate analysis. Longer term, we envision that our concept can extend to the analysis of microscopic domains through the use of microscope objectives in the 4 f system and that it can be implemented in other imaging and optical data processing modalities through the utilization of metasurface apertures with more customized optical responses 36 – 41 . With proper co-design of aperture responses with software, our imaging system can be tailored for tasks as diverse as optical computing and data compression, and it can combine with concepts in computational imaging to enable enhanced imaging capabilities 42 .…”
We introduce an imaging system that can simultaneously record complete Mueller polarization responses for a set of wavelength channels in a single image capture. The division-of-focal-plane concept combines a multiplexed illumination scheme based on Fourier optics together with an integrated telescopic light-field imaging system. Polarization-resolved imaging is achieved using broadband nanostructured plasmonic polarizers as functional pinhole apertures. The recording of polarization and wavelength information on the image sensor is highly interpretable. We also develop a calibration approach based on a customized neural network architecture that can produce calibrated measurements in real-time. As a proof-of-concept demonstration, we use our calibrated system to accurately reconstruct a thin film thickness map from a four-inch wafer. We anticipate that our concept will have utility in metrology, machine vision, computational imaging, and optical computing platforms.
“…We also anticipate that the specification of metasurface layouts with a reparameterization scheme, which produces a significant dimensionality reduction in the metasurface design space, will also enable other complementary algorithms to more effectively operate. These algorithms include high speed surrogate electromagnetic solvers, such as WaveY-Nets, which can dramatically accelerate the local and global − gradient-based optimization of metasurface devices. They also include deep networks that can correct for systematic fabrication errors such as proximity error from device patterning and etching.…”
We propose a three-dimensional freeform nanophotonic platform in which wavelength-scale domains comprise basic geometric structures with explicitly defined dimensions, positions, orientations, and minimum feature size constraints. Given a desired wavefront shaping objective, these parameters can be collectively optimized using gradient-based shape optimization with full accounting of near-field interactions between structures. We apply our concept to a variety of metagratings supporting high diffraction efficiencies and polarization control, and we experimentally demonstrate a device with a tailored polarization response as a function of wavelength. The combination of device capability, feature size constraints, and ease of manufacturability enabled by our methodology will facilitate the development of robust, high performance, nanophotonic technologies.
“…However, even the most data-efficient models can not offset the cost of data generation if the problem at hand requires only a handful of simulations in the first place. Therefore, we identify inverse design, − specifically gradient-based, as a discipline that is well-suited to benefit from the speed of surrogate models and suffers little from their drawbacks. , In gradient-based inverse design, a functional element is optimized by incrementally maximizing some figure of merit. Gradients of this figure of merit with respect to incremental changes in the geometry are then used to refine the device until an optimum is found iteratively.…”
Neural
operators have emerged as a powerful tool for solving partial
differential equations in the context of scientific machine learning.
Here, we implement and train a modified Fourier neural operator as
a surrogate solver for electromagnetic scattering problems and compare
its data efficiency to existing methods. We further demonstrate its
application to the gradient-based nanophotonic inverse design of free-form,
fully three-dimensional electromagnetic scatterers, an area that has
so far eluded the application of deep-learning techniques.
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