Abstract

Simulations are presented of ignition-scale fast ignition targets with the integrated Zuma-Hydra PIC-hydrodynamic capability. We consider a spherical DT fuel assembly with a carbon cone, and an artificially-collimated fast electron source. We study the role of E and B fields and the fast electron energy spectrum. For mono-energetic 1.5MeV fast electrons, without E and B fields, ignition can be achieved with fast electron energy E ig f = 30kJ. This is 3.5× the minimal deposited ignition energy of 8.7kJ for our fuel density of 450g/cm 3 . Including E and B fields with the resistive Ohm's law E = Jb gives E ig = 20kJ, while using the full Ohm's law gives E ig f > 40kJ. This is due to magnetic self-guiding in the former case, and ∇n ×∇ T magnetic fields in the latter. Using a realistic, quasi two-temperature energy spectrum derived from PIC laser-plasma simulations increases E ig f to (102, 81, 162) kJ for (no E/B, E = Jb, full Ohm's law). Such electrons are too energetic to stop in the optimal hot spot depth.

Highlights

  • Simulations are presented of ignition-scale fast ignition targets with the integrated Zuma-Hydra PIC-hydrodynamic capability

  • We study the role of E and B fields and the fast electron energy spectrum

  • Including E and B fields with the resistive Ohm’s law E = Jb gives Efig = 20 kJ, while using the full Ohm’s law gives Efig > 40 kJ. This is due to magnetic self-guiding in the former case, and ∇n × ∇T magnetic fields in the latter

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Summary

Introduction

Simulations are presented of ignition-scale fast ignition targets with the integrated Zuma-Hydra PIC-hydrodynamic capability. We study the role of E and B fields and the fast electron energy spectrum. Quasi two-temperature energy spectrum derived from PIC laser-plasma simulations increases Efig to (102, 81, 162) kJ for (no E/B, E = Jb, full Ohm’s law).

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