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A subgrid-scale deconvolution approach for shock capturing
N. A. Adams
, S. Stolz
ETH Zurich
Research output
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Contribution to journal
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Article
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peer-review
109
Scopus citations
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Keyphrases
Deconvolution Approach
100%
Conservation Laws
100%
Evolution Equations
100%
Relaxation Parameter
100%
Shock Capturing
100%
Flow Discontinuities
100%
Subgrid Scale
100%
Filter Approach
50%
Filtering Operation
50%
Large Eddy Simulation
50%
Unified Treatment
50%
Expansion Method
50%
Discontinuous Solutions
50%
Inviscid
50%
Approximate Deconvolution
50%
Stable Integration
50%
Nonlinear Combination
50%
Regularized Deconvolution
50%
Convection Term
50%
Euler Equations
50%
Spectral Vanishing Viscosity
50%
Vanishing Viscosity Method
50%
Weak Solution
50%
Shock Problem
50%
Central Finite Difference Scheme
50%
Inviscid Burgers Equation
50%
Viscous Burgers' Equation
50%
Chapman-Enskog Expansion
50%
Solution Component
50%
Mathematics
Evolution Equation
100%
Conservation Law
100%
Approximates
50%
Regularization
50%
Weak Solution
50%
Discontinuous Solution
50%
Euler Equation
50%
Finite Difference Method
50%
Viscous Burger
50%
Viscosity Method
50%
Engineering
Deconvolution
100%
Relaxation Parameter
66%
Conservation Law
66%
Similarities
33%
One Dimensional
33%
Isothermal
33%
Fluid Viscosity
33%
Regularization
33%
Euler Equation
33%