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A Low-Dispersion Time Differencing Scheme for Maxwell's Equations
Mohamed Moustaoui
,
Alex Mahalov
Mathematical and Statistical Sciences, School of (SoMSS)
Research output
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Article
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peer-review
1
Scopus citations
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Keyphrases
Low Dispersion
100%
Order of Accuracy
100%
Maxwell's Equations
100%
Dispersion Time
100%
Phase Error
100%
Dispersion Error
100%
Stability Analysis
50%
Any Order
50%
Finite-difference Time-domain Method
50%
Third Order
50%
Physical Domain
50%
Amplitude Error
50%
Perfectly Matched Layer
50%
Fourth Order
50%
Difference Operator
50%
Finite Difference Approximation
50%
High-order Schemes
50%
Yee Scheme
50%
Third-order Accuracy
50%
Kerr Nonlinear Medium
50%
Fourth-order Accuracy
50%
Runge-Kutta Scheme
50%
Engineering
Maxwell's Equation
100%
Phase Error
100%
Fourth Order
100%
Stability Analysis
50%
Time Domain Processing
50%
Computed Solution
50%
Difference Approximation
50%
Kutta Scheme
50%
Mathematics
Finite Difference Method
100%
Fourth-Order
100%
Maxwell's Equation
100%
Stability Analysis
50%
Time Domain
50%
Time Difference
50%
Difference Operator
50%
Physics
Phase Error
100%
Maxwell's Equation
100%
Finite Difference Time Domain Method
50%
Finite Difference Method
50%
Perfectly Matched Layer
50%