Calculating shock Hugoniot and isentropes using multiphase equation of state tables and application to shock and release of diamond ablators in inertial confinement fusion implosions

M Marius Millot (Lawrence Livermore National Laboratory , Livermore, California 94550,) P Peter M. Celliers (Lawrence Livermore National Laboratory , Livermore, California 94550,) J Jon H. Eggert P Philip A. Sterne

Abstract

Advances in shock and ramp compression techniques now allow experimental access to unprecedented extreme conditions of pressure and temperature, providing a means to test theoretical models. Here, we describe a simple methodology to compute multi-phase shock Hugoniot and isentropes using multiphase equation of state tables. We treat explicitly the phase coexistence along the phase boundary to reveal the evolution of the sample as it undergoes the phase transformation in adiabatic conditions. We illustrate the method by calculating the predicted shock and shock-and-release behavior of diamond at conditions relevant for the initial stage of inertial confinement fusion implosions.

Article Details

Volume / Issue Vol. 139, Issue 3
Published January 21, 2026
ISSN 0021-8979
Publisher American Institute of Physics

Journal Info

Journal of Applied Physics

American Institute of Physics

ISSN: 0021-8979 Physical Sciences

Authors (4)

M

Marius Millot

Lawrence Livermore National Laboratory , Livermore, California 94550,

P

Peter M. Celliers

Lawrence Livermore National Laboratory , Livermore, California 94550,

J

Jon H. Eggert

P

Philip A. Sterne