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Finite-Difference Time-Domain Method
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Summary
The
Finite-Difference Time-Domain
(FDTD) method is a
Numerical analysis technique
used for modeling
Computational Electrodynamics
by solving
Maxwell's Equations
in both time and
Space domain
s. It is widely utilized due to its simplicity and ability to handle
Complex Geometries
and materials, making it a powerful tool for simulating
Electromagnetic wave interactions
in various applications.
Concepts
Maxwell's Equations
Numerical Stability
Yee Grid
Courant Condition
Perfectly Matched Layer
Discretization
Time-stepping Algorithm
Boundary Conditions
Electromagnetic Wave Propagation
Computational Electrodynamics
Yee's Algorithm
Optical Simulation
Computational Photonics
Relevant Degrees
Programming and Computer Programs 50%
Computational Mathematics 30%
Quantum Mechanics 20%
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