Nonlinear models for coupling the effects of stimulated Raman scattering to inertial confinement fusion codes

Laser plasma instabilities (LPI) reduce driver-target coupling, alter implosion symmetry, and therefore can fundamentally limit fusion performance in inertial confinement fusion (ICF). Developing a predictive modeling capability for LPI effects can critically advance the success of the field. We per...

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Veröffentlicht in:Physics of plasmas 2023-04, Vol.30 (4)
Hauptverfasser: Stark, D. J., Yin, L., Nguyen, T. B., Chen, G., Chacon, L., Haines, B. M., Green, L.
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Sprache:eng
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Zusammenfassung:Laser plasma instabilities (LPI) reduce driver-target coupling, alter implosion symmetry, and therefore can fundamentally limit fusion performance in inertial confinement fusion (ICF). Developing a predictive modeling capability for LPI effects can critically advance the success of the field. We perform vector particle-in-cell simulations of multi-speckled laser beams undergoing stimulated Raman scattering (SRS) at various densities and intensities relevant to mainly indirectly driven and a subset of parameter space for directly driven ICF systems, focusing on the regimes with intensities above the onset of electron trapping. Based on the wavenumber of the SRS daughter electron plasma wave, we identify several regions with underpinning SRS saturation physics: the electron-trapping dominated region with intermediate k λ D values, the strong Landau damping region at larger k λ D values, and the region where the Langmuir decay instability arises at lower k λ D values. We develop a nonlinear SRS reflectivity model that features the base trapping-dominated scaling of ( k λ D ) − 4 and its modifications. Electron trapping deforms the initialized electron distribution functions, and we have developed a new δf-Gaussian-mixture algorithm for an accurate characterization of the trapped hot electron population. With this SRS hot electron description, we construct a nonlinear energy deposition model and a hot electron source model—based on a modified Manley–Rowe relation—suitable for including SRS effects as a sub-grid module in a high-fidelity ICF design code.
ISSN:1070-664X
1089-7674
DOI:10.1063/5.0134881