Ultra-flat optics for broadband thermal imaging

Ultra thin meta-optics have the potential to make imaging systems lighter and thinner than ever. Using a new inverse design framework, researchers demonstrate broadband thermal imaging with meta-optics for applications from consumer electronics to thermal sensing and night vision.
Published in Materials and Physics
Ultra-flat optics for broadband thermal imaging
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Long-wavelength infrared (LWIR) imaging holds critical significance across many applications, from consumer electronics to defense and national security. It finds applications in night vision, remote sensing, and long-range imaging. However, the conventional refractive lenses employed in these imaging systems are bulky and heavy, which is undesirable for most (if not all) applications. Compounding this issue is the fact that many LWIR refractive lenses are crafted from expensive and limited-supply materials like Germanium.

The next generation of optical systems demands lenses that are not only lighter and thinner than ever before, but also uphold uncompromising image quality. This demand has fueled a surge of efforts to develop ultra-thin sub-wavelength diffractive optics, known as meta-optics. Meta-optics, in their simplest form, consist of arrays of sub-wavelength scale pillars on a flat surface, with each pillar introducing a local phase shift to light passing through. By strategically arranging these pillars, the light can be controlled to produce steering and lensing. While conventional refractive lenses are on the scale of a centimeter thick, meta-optics are on the order of 500 microns thick, reducing the thickness of the optics by an order of magnitude.

However, one challenge with meta-optics is strong chromatic aberrations. That is, light of different wavelengths interacts with the structure in different ways, and the result is typically a lens which cannot simultaneously focus light of different wavelengths in the same focal plane. Largely due to this issue, meta-optics have not yet fully replaced their refractive counterparts despite the benefits in size and weight reduction. In particular, the area of LWIR meta-optics is relatively unexplored compared to visible meta-optics, and the potential advantages of meta-optics over conventional refractive lenses are significant given the unique and extensive applications of this wavelength range.

In a new paper published in Nature Communications, a team of researchers, led by Professor Arka Majumdar at the University of Washington, introduced a new design framework termed “MTF-engineering.” The modulation transfer function, or MTF, describes how well a lens maintains image contrast as a function of spatial frequency. This framework addresses the challenges associated with broadband meta-optics to design and experimentally demonstrate thermal imaging with meta-optics in laboratory and real-world settings. The team, which includes Dr. Luocheng Huang, Professor Karl Bohringer, Professor Ashok Veeraraghavan, Dr. Zachary Coppens, and coauthors, builds upon already successful inverse design techniques by developing a framework which optimizes both the pillar shape and the global arrangement simultaneously.

One key innovation in their approach is the use of a deep neural network (DNN) model to map between pillar shape and phase. In an inverse design process for large area optics, it is not computationally feasible to simulate how the light interacts with each pillar at each iteration. To solve this problem, the authors simulated a large library of pillars (also called ‘meta-atoms’) and used the simulated data to train a DNN. The DNN enables a quick mapping between scatterer and phase in the optimization loop, allowing the inverse design of large-area optics containing millions of micron-scale pillars.

Another key innovation in this work is the figure of merit, leading to the framework being termed “MTF-engineering.” In inverse design, one defines a figure of merit (FoM) and computationally optimizes the structure or arrangement to maximize the figure of merit. However, it is often not intuitive why the produced result is optimal. For this work, the authors leveraged their expertise in meta-optics to define a figure of merit which is intuitive. Professor Arka Majumdar explains, “The figure of merit is related to the area under the MTF curve. The idea here is to pass as much information as possible through the lens, which is captured in the MTF. Then, combined with a light computational backend, we can achieve a high-quality image.”   Professor Majumdar continues, “The figure of merit reflects what we intuitively know about optics. This particular FoM is optimized when all the wavelengths perform equally well, thus constraining our optics to have uniform performance over the specified wavelengths without explicitly defining uniformity as an optimization criterion.” This approach, combining intuition from meta-optics and a light computational backend, significantly improves performance compared to traditional hyperboloid metalenses.

The authors fabricated their designed optics from a single silicon wafer, which is promising for future applications involving Germanium-free LWIR imaging systems. While acknowledging that there is still room for improvement to achieve imaging quality comparable to commercial refractive lens systems, this work represents a significant step towards that goal.

The authors have generously made their MTF-engineering framework, named “metabox,” available online via Github, inviting others to use it for designing their own meta-optics. The authors express excitement about the potential works that may emerge from the utilization of metabox in the broader scientific community.

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Optics and Photonics
Physical Sciences > Physics and Astronomy > Optics and Photonics
Metamaterials
Physical Sciences > Materials Science > Optical Materials > Metamaterials
Sub-wavelength Optics
Physical Sciences > Materials Science > Optical Materials > Quantum Optics > Sub-wavelength Optics
Applied Optics
Physical Sciences > Physics and Astronomy > Optics and Photonics > Applied Optics
Micro-optics
Physical Sciences > Physics and Astronomy > Optics and Photonics > Applied Optics > Integrated Optics > Micro-optics

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