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Accuracy study of the IDO scheme by Fourier analysis
Yohsuke Imai,
Takayuki Aoki
Tokyo Institute of Technology
Publikation
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Beitrag in Fachzeitschrift
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Begutachtung
13
Zitate (Scopus)
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Keyphrases
Accuracy Study
100%
Fourier Analysis
100%
Differential Operator
100%
Operator Scheme
100%
Governing Equation
33%
Finite Difference
33%
Poisson Equation
33%
Physical Variables
33%
Compact Difference Scheme
33%
First-order
16%
First Order Derivative
16%
Wave number
16%
Fourth Order
16%
Spatial Discretization
16%
Fourier Coefficients
16%
Solutions of Partial Differential Equations
16%
Interpolation Function
16%
Advection-diffusion Equation
16%
Numerical Accuracy
16%
Advection Equation
16%
Sixth Order
16%
Diffusion Equation
16%
High Wavenumber
16%
Hermite Interpolation
16%
Fluid Flow Equation
16%
Spatial Derivatives
16%
Combined Compact Difference Scheme
16%
Engineering
Physical Variable
100%
Advection
100%
Fluid Flow
50%
Fourth Order
50%
Spatial Discretization
50%
Fourier Coefficient
50%
Numerical Accuracy
50%
Sixth Order
50%
Interpolation Function
50%
Flow Equation
50%
Partial Differential Equation
50%
Mathematics
Fourier Analysis
100%
Differential Operator
100%
Difference Scheme
50%
Poisson Equation
33%
Finite Difference Method
33%
Physical Variable
33%
Spatial Derivative
16%
Partial Differential Equation
16%
Fourth-Order
16%
Hermite Interpolation
16%
Spatial Discretization
16%
Interpolation Function
16%
Fourier Coefficient
16%
Material Science
Finite Difference Method
100%
Fluid Flow
50%