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Numerical studies of diffusive shock acceleration at spherical shocks
Hyesung Kang
,
T. W. Jones
Physics and Astronomy (Twin Cities)
Research output
:
Contribution to journal
›
Article
›
peer-review
73
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Scopus citations
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Dive into the research topics of 'Numerical studies of diffusive shock acceleration at spherical shocks'. Together they form a unique fingerprint.
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Engineering
Adaptive Mesh Refinement
100%
One Dimensional
100%
Diffusion Model
100%
Length Scale
100%
Fixed Grid
100%
Numerical Study
100%
Diffusive
100%
Plane Parallel
100%
Gas Flow
100%
Injection Model
100%
Dynamic Range
100%
Diffusion Length
100%
Nonlinear Feedback
100%
Spherical Geometry
100%
Comoving Frame
100%
Numerical Analysis
100%
Keyphrases
Shock
100%
Diffusive Shock Acceleration
100%
Spherical Shock Wave
100%
Cosmic Rays
66%
Subshock
33%
Adaptive Mesh Refinement
16%
Gas Flow
16%
Convergence Behavior
16%
Particle Distribution
16%
Supernova Remnants
16%
Grid Resolution
16%
Diffusion Length
16%
Fixed Grid
16%
Diffusion Model
16%
Cosmic Acceleration
16%
Explosion Energy
16%
Nonlinear Interaction
16%
Grid Zone
16%
Numerical Estimates
16%
Refinement Techniques
16%
Injection Model
16%
Bohm
16%
Spherical Geometry
16%
Spatial Grid
16%
Nonlinear Feedback
16%
Improved Convergence
16%
Shock Problem
16%
Parallel Planes
16%
Eulerian Code
16%
Shock Tracking
16%
Compression Rate
16%
Numerical Convergence
16%
Thermal Leakage
16%
Wide Dynamic Range
16%
Shock Discontinuities
16%
Mathematics
Numerical Analysis
100%
Diffusion Model
100%
Dynamic Range
100%
Length Scale
100%
Convergence Behavior
100%
Spherical Geometry
100%
Physics
Dynamic Range
100%
Gas Flow
100%
Numerical Analysis
100%
Supernova Remnant
100%
Material Science
Gas Flow
100%