Mesurement of thermal transport and plasma evolution by Thomson scattering

ORAL

Abstract

A series of recent experiments [1] on the Omega laser facility with spherical beryllium and gold targets employed Thomson scattering (TS) to measure the time evolution of plasma parameters at several locations in the underdense corona. Measurements were used to validate the thermal transport description in the large scale radiation hydrodynamic code that models inertial-fusion targets. Details of the TS theory and experimental implementation are discussed in this talk. These include plasma inhomogeneity, heating by the probe, optics effects and wave front tilt. Two directions of wave vectors, both radial and tangential to the target surface directions are measured and analyzed. Similarly to the recent study [2] thermal transport is investigated by careful matching of the TS spectra using particle distribution functions calculated in Vlasov-Fokker-Planck (VFP) code and derived in the classical and nonlocal models. Scattering on ion-acoustic fluctuations and asymmetry of the resonant peaks is used to measure return current corresponding to the heat flux. The blue shifted peak in the electron plasma fluctuation spectra constrains high velocity part of the electron distribution functions. We examine applicability of the Schurtz-Nicolai-Busquet transport model [3] in these plasmas. [1] W.A. Farmer, C. Bruulsema, G. Swadling \textit{et al}. Phys. Plasmas, \textit{submitted} (2020). [2] R.J. Henchen, M. Sherlock, W. Rozmus \textit{et al}. Phys. Rev. Lett. \textbf{121}, 125001 (2018). [3] G.P. Schurtz, P.D. Nicolai, and M. Busquet, Phys. Plasmas \textbf{7}, 4238 (2000).

Authors

  • Colin Bruulsema

    University of Alberta

  • William A Farmer

    LLNL, Lawrence Livermore Natl Lab

  • Mark Sherlock

    Lawrence Livermore National Laboratory, LLNL, Lawrence Livermore Natl Lab

  • George Swadling

    LLNL

  • M. D. Rosen

    LLNL, Lawrence Livermore Natl Lab

  • James Ross

    LLNL

  • W. Rozmus

    University of Alberta, Univ. Alberta