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Sixth-order accurate finite difference schemes for the helmholtz equation
I. Singer
*
,
E. Turkel
*
Corresponding author for this work
School of Mathematical Sciences
Tel Aviv University
Research output
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Article
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peer-review
72
Scopus citations
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Keyphrases
Finite Difference Scheme
100%
Helmholtz Equation
100%
Sixth Order
100%
Local Truncation Error
100%
Numerical Results
50%
Five-point
50%
Truncation Order
50%
Fourth Order
50%
Second-order Accurate
50%
Pad Approximation
50%
Points Approximation
50%
Two-dimensional Helmholtz Equation
50%
Engineering
Helmholtz's Law
100%
Sixth Order
100%
Truncation Error
100%
Two Dimensional
50%
Truncation
50%
Fourth Order
50%
Model Problem
50%
Finite Difference Analysis
50%
Mathematics
Helmholtz Equation
100%
Finite Difference Method
100%
Local Truncation Error
100%
Pointwise
50%
Truncation
50%
Fourth-Order
50%