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2D single-mode Richtmyer–Meshkov instability
M. G. Probyn
, R. J.R. Williams
, B. Thornber
,
D. Drikakis
, D. L. Youngs
Cranfield University
Atomic Weapons Establishment
University of Sydney
University of Strathclyde
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Keyphrases
Analytic Model
50%
Atwood number
50%
Bubble Surface
50%
Deceleration
50%
Growth Rate
50%
Harmonic Modes
50%
Heavy Materials
50%
High Mach number
50%
High-shock
50%
Higher Harmonics
50%
Hydrodynamic Simulation
50%
Initial Perturbation
50%
Initial Surface
50%
Low Velocity
50%
Nonlinear Coupling
50%
Perturbation Amplitude
100%
Recurring
50%
Shock
50%
Shock Mach number
100%
Shock Strength
50%
Simulation Code
50%
Surface Amplitude
50%
Surface Flattening
50%
Vorticity
50%
Engineering
Harmonics
50%
High Mach Number
50%
Mach Number
100%
Shock Strength
50%
Simulation Code
50%
Vorticity
50%
Physics
Deceleration
33%
Flattening
33%
Harmonics
33%
Hydrodynamical Simulations
33%
Mach Number
100%
Volume
33%
Vorticity
33%
Material Science
Mach Number
100%
Surface (Surface Science)
33%