Bridging the numerical-physical gap in acoustic holography via end-to-end differentiable structural optimization
Moon Hwan Lee, Mohd. Afzal Khan, Akm Ashiquzzaman, Eunbin Lee, Jonghun Lee, Euiheon Chung, Hyuk-Sang Kwon, Jae Youn Hwang

TL;DR
This paper introduces a physics-aware differentiable optimization framework for acoustic holography, enabling high-fidelity wavefront shaping by directly incorporating 3D lens geometries into the design process, surpassing traditional phase-only methods.
Contribution
It presents a novel differentiable relaxation called DHLA that integrates physical lens structures into the optimization, improving the accuracy and applicability of acoustic holograms.
Findings
TOAHs outperform POAHs in field reconstruction fidelity.
The framework enables precise neuromodulation in a mouse model.
Reconciles numerical design with physical realization for complex environments.
Abstract
Acoustic holography provides a practical means of flexibly controlling acoustic wavefronts. However, high-fidelity shaping of acoustic fields remains constrained by the numerical-physical gap inherent in conventional phase-only designs. These approaches realize a two-dimensional phase-delay profile as a three-dimensional thickness-varying lens, while neglecting wave-matter interactions arising from the lens structure. Here, we introduce an end-to-end, physics-aware differentiable structural optimization framework that directly incorporates three-dimensional lens geometries into the acoustic simulation and optimization loop. Using a novel differentiable relaxation, termed Differentiable Hologram Lens Approximation (DHLA), the lens geometry is treated as a differentiable design variable, ensuring intrinsic consistency between numerical design and physical realization. The resulting…
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Taxonomy
TopicsAcoustic Wave Phenomena Research · Random lasers and scattering media · Aerodynamics and Acoustics in Jet Flows
