DANTE: Physics-Informed Neural Operator for DAS-to-Velocity Waveform Reconstruction Without Co-located Seismometers
Isao Kurosawa

TL;DR
DANTE is a physics-informed neural operator that reconstructs particle velocity waveforms from DAS strain rate data without co-located seismometers, using synthetic training and physics constraints to improve accuracy and noise suppression.
Contribution
This work introduces a neural operator trained solely on synthetic data that enforces physics constraints, enabling accurate DAS-to-velocity conversion without additional sensors.
Findings
Achieves a mean output SNR of 15.3 dB on synthetic data.
Outperforms conventional methods with up to 28.8 dB SNR improvement.
Generalizes well to real microseismic events without fine-tuning.
Abstract
Distributed Acoustic Sensing (DAS) converts existing fibre-optic cables into dense seismic arrays at near-zero deployment cost, but measures strain rate rather than particle velocity -- the quantity required by virtually all seismological analysis tools. Converting strain rate to particle velocity by numerical integration is ill-posed: the integration constant is undefined and noise accumulates without bound. We present DANTE (DAS-to-velocity via physics-informed neural operator for Acoustic-wave recoNstruction in heTErogeneous media), a Fourier Neural Operator (FNO) trained entirely on synthetic data that enforces two physics constraints: (i) the exact kinematic relation between DAS strain rate and the spatial gradient of particle velocity, and (ii) the one-dimensional elastic wave equation. These constraints resolve the undetermined integration constant and suppress noise without…
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