A deep learning approach to fast analysis of collective Thomson scattering spectra

Author:

Pokornik M.1ORCID,Higginson D. P.2ORCID,Swadling G.2ORCID,Larson D.2ORCID,Moczulski K.3ORCID,Pollock B.2ORCID,Tubman E.4ORCID,Tzeferacos P.3ORCID,Park H. S.2ORCID,Beg F.1ORCID,Arefiev A.1ORCID,Manuel M.5ORCID

Affiliation:

1. Mechanical and Aerospace Engineering, University of California 1 , San Diego, La Jolla, California 92093, USA

2. Lawrence Livermore National Laboratory 2 , Livermore, California 94550, USA

3. University of Rochester 3 , Rochester, New York 14627, USA

4. Imperial College London 4 , London SW7 2BW, United Kingdom

5. General Atomics 5 , San Diego, California 92121, USA

Abstract

Fast analysis of collective Thomson scattering ion acoustic wave features using a deep convolutional neural network model is presented. The network was trained from spectra to predict the plasma parameters, including ion velocities, population fractions, and ion and electron temperatures. A fully kinetic particle-in-cell simulation was used to model a laboratory astrophysics experiment and simulate a diagnostic image of the ion acoustic wave feature. Network predictions were compared with Bayesian inference of the plasma model parameters for both the simulated and experimentally measured images. Both approaches were fairly accurate predicting the simulated image and the network predictions matched a good portion of the Bayesian results for the experimentally measured image. The Bayesian approach is more robust to noise and motivates future work to train deep learning models with realistic noise. The advantage of the deep learning model is making thousands of predictions in a few hundred milliseconds, compared to a few seconds to minutes per prediction for the optimization and Bayesian approaches presented here. The results demonstrate promising capabilities of deep learning models to analyze Thomson data orders of magnitude faster than conventional methods when using the neural network for standalone analysis. If more rigorous analysis is needed, neural network predictions can be used to quickly initialize other optimization methods and increase chances of success. This is especially useful when the dataset becomes very large or highly dimensional and manually refining initial conditions for the entire dataset are no longer tractable.

Funder

NNSA Stewardship Science Academic Alliances

National Nuclear Security Administration

Lawrence Livermore National Laboratory

Publisher

AIP Publishing

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