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A Spectral Study on the Dissipation and Dispersion of the WENO Schemes
Feilin Jia
, Zhen Gao
*
, Wai Sun Don
*
Corresponding author for this work
Department of Mathematics
Research output
:
Contribution to journal
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Journal article
›
peer-review
49
Citations (Scopus)
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Keyphrases
Parameter Sensitivity
100%
WENO Scheme
100%
Spectral Studies
100%
Random Phase
40%
Spectral Properties
40%
Smooth Solution
40%
Fifth-order
40%
Parameter Adaptive
40%
Nonlinear Spectral Analysis
40%
Approximate Dispersion Relation
40%
Numerical Examples
20%
Wave number
20%
Spatial Location
20%
Adaptation
20%
Scalar
20%
Adaptive Technique
20%
Finite Difference Scheme
20%
Weighted Essentially Non-oscillatory
20%
Discontinuous Initial Condition
20%
Energy Spectrum
20%
Long-term Simulation
20%
Stencil
20%
Large Set
20%
Nonlinear Weights
20%
Local Smoothness
20%
Small Probability
20%
Advection Problem
20%
Nonlinear Behavior
20%
Linear Advection
20%
Higher Modes
20%
Scalar Field
20%
Differentiation Operator
20%
Linear Scheme
20%
Low Wavenumber
20%
Linear Advection Equation
20%
Mathematics
Approximates
100%
Spectral Property
100%
Initial Condition
100%
Dispersion Relation
100%
Probability Theory
50%
Numerical Example
50%
Finite Difference Method
50%
Energy Spectra
50%
Dispersive
50%
Scalar Field
50%
Linear Advection Equation
50%
Engineering
Sensitivity Parameter
100%
Initial Condition
40%
Advection
40%
Dispersion Relation
40%
Numerical Example
20%
Oscillatory
20%
Energy Spectra
20%
Spatial Location
20%
Computed Solution
20%
Scalar Field
20%
Nonlinear Behavior
20%