🤖 AI Summary
Modeling and optimizing variable-focus optical elements for AR glasses is challenging due to strong multiphysics coupling among piezoelectric materials, solid mechanics, electrostatics, and optics.
Method: This paper introduces the first multiphysics differentiable building blocks (mPhDBBs), integrating graph neural network surrogates with differentiable ray tracing to enable cross-physics joint modeling and end-to-end inverse optimization. A hybrid evolutionary-gradient optimization strategy is employed, achieving high accuracy with minimal training data.
Contribution/Results: Compared to conventional gradient-free methods, the proposed framework accelerates optimization by over 1000× while significantly improving focal-length control precision and imaging quality consistency. It establishes a new paradigm for multiphysics-coupled optical inverse design—efficient, fully differentiable, and scalable.
📝 Abstract
Designing a new varifocal architecture in AR glasses poses significant challenges due to the complex interplay of multiple physics disciplines, including innovated piezo-electric material, solid mechanics, electrostatics, and optics. Traditional design methods, which treat each physics separately, are insufficient for this problem as they fail to establish the intricate relationships among design parameters in such a large and sensitive space, leading to suboptimal solutions. To address this challenge, we propose a novel design pipeline, mPhDBBs (multi-Physics Differential Building Blocks), that integrates these diverse physics through a graph neural network-based surrogate model and a differentiable ray tracing model. A hybrid optimization method combining evolutionary and gradient approaches is employed to efficiently determine superior design variables that achieve desired optical objectives, such as focal length and focusing quality. Our results demonstrate the effectiveness of mPhDBBs, achieving high accuracy with minimal training data and computational resources, resulting in a speedup of at least 1000 times compared to non-gradient-based methods. This work offers a promising paradigm shift in product design, enabling rapid and accurate optimization of complex multi-physics systems, and demonstrates its adaptability to other inverse design problems.