Turbulence in Gas-Puff Z-Pinch Implosions

ORAL

Abstract

The studies over the last decade have shown that close to stagnation time, spectroscopic analysis of the non-thermal component of the ion kinetic energy [1] suggests that turbulence provides a physically meaningful description. Moreover, the assumption of turbulent flow improves the analysis of Thomson scattering data, as supported by the findings [2]. A recently published study [3] found that the non-thermal kinetic energy term is inconsistent with laminar velocity gradients.

In this study, we demonstrate the direct experimental evidence of the turbulent gas-puff z-pinch implosion. We use the imaging refractometer [4], which is sensitive to density fluctuations and measures the phase correlations in the transverse laser beam profile. By applying statistical analysis [5] to the images, we show that the phases are randomized and that laser speckle patterns emerge, which necessitates random density distribution. Moreover, we employ the XMHD PERSEUS code in 3D on the Bridges-2 supercomputing facility [6] to achieve high spatial resolution. These simulation runs indicate the need for Hall physics, and we have also used an anomalous resistivity model based on the lower-hybrid-drift instability, to achieve a good match to the experimental results.

Publication: 1. E. Kroupp et al., Turbulent Stagnation in a Z -Pinch Plasma, Phys. Rev. E 97, 013202 (2018).
2. Sophia V. Rocco, Turbulence in Gas-Puff Z-Pinches: Applying Thomson Scattering to Diagnosing Turbulent Density and Velocity Fluctuations, Cornell University, 2021.
3. E. S. Lavine et al., Measurements of the Imploding Plasma Sheath in Triple-Nozzle Gas-Puff z Pinches, Phys. Plasmas 29, 062702 (2022).
4. J. D. Hare et al., An Imaging Refractometer for Density Fluctuation Measurements in High Energy Density Plasmas, Rev. Sci. Instrum. 92, 033521 (2021).
5. J. W. Goodman, Statistical properties of laser speckle patterns, in Laser Speckle and Related Phenomena, edited by J. C. Dainty (Springer Berlin Heidelberg, Berlin, Heidelberg, 1975) pp. 9–75.
6. K. Okamoto, Fundamentals of Optical Waveguides, Second Edition (Optics and Photonics Series), 2nd ed. (Elsevier, Tokio, 2005)
7. Brown, S. T., Buitrago, P., Hanna, E., Sanielevici, S., Scibek, R., & Nystrom, N. A. (2021). Bridges-2: A Platform for Rapidly-Evolving and Data Intensive Research. In Practice and Experience in Advanced Research Computing (pp. 1-4).

Presenters

  • Alexander Rososhek

    Cornell University

Authors

  • Alexander Rososhek

    Cornell University

  • Eric S Lavine

    Cornell University

  • Bruce R Kusse

    Cornell University

  • Charles E Seyler

    Cornell University

  • William M Potter

    Cornell University

  • David A Hammer

    Cornell University