A Mathematical View of the EFIT-AI Project

POSTER

Abstract

The EFIT-AI project will create a modern advanced equilibrium reconstruction code capable of meeting the needs of tokamaks with burning plasmas. Mathematically, equilibrium reconstruction is an inverse problem, where one is seeking to use the data to infer underlying physical properties through the use of mathematical models for the forward problem. Inverse problems have enjoyed a renaissance of mathematical interest in recent years thanks to advances in theories in uncertainty quantification and machine learning. These advances are at the intersection of statistics, functional analysis, computer science, and physics. Here, we review some of these advances in the context of the equilibrium reconstruction problem.

*This material is based upon work supported by the Department of Energy under Award Numbers DE-SC0021380 and DE-SC0021203.

Presenters

  • Scott E Kruger

    • Tech-X Corp
    • Tech-X

Authors

  • Scott E Kruger

    • Tech-X Corp
    • Tech-X
  • Eric Howell

    • Tech-X Corporation
    • Tech-X
    • Tech X Corporation
  • Jarrod Leddy

    • Tech-X Corp
    • Tech-X
  • Lang L Lao

    • General Atomics - San Diego
    • General Atomics
  • Cihan Akcay

    • General Atomics
  • Torrin A Bechtel

    • ORAU, GA
    • Orau
    • General Atomics / ORAU
    • University of Wisconsin - Madison
  • Joseph T Mcclenaghan

    • General Atomics
    • General Atomics - San Diego
    • Oak Ridge National Laboratory
  • Sandeep Madireddy

    • Argonne National Lab
    • Argonne National Laboratory
    • ANL
  • Jaehoon Koo

    • Argonne National Laboratory
    • ANL
  • Samuel W Williams

    • LBNL
    • Lawrence Berkeley National Laboratory
  • Matthew Leinhauser

    • LBNL
    • LBNL, UDEL
    • Lawrence Berkeley National Laboratory
  • Alexei Pankin

    • Princeton Plasma Physics Laboratory
    • PPPL