Finite-difference time-___domain method: Difference between revisions

Content deleted Content added
Grid truncation techniques for open-region FDTD modeling problems: PML is not technically a boundary condition per se
Line 47:
== Grid truncation techniques for open-region FDTD modeling problems==
 
The most commonly used grid truncation techniques for open-region FDTD modeling problems are the Mür absorbing boundary condition (ABC), the Liao ABC, and various perfectly matched layer (PML) ABC formulations. The Mür and Liao techniques are simpler than PML. However, PML ABCs(which is technically an absorbing region rather than a boundary condition ''per se'') can provide orders-of-magnitude lower reflections. The PML concept was introduced by J.-P. Berenger in a seminal 1994 paper in the Journal of Computational Physics. Since 1994, Berenger's original split-field implementation has been modified and extended to the uniaxial PML (UPML), the convolutional PML (CPML), and the higher-order PML. The latter two PML formulations have increased ability to absorb evanescent waves, and therefore can in principle be placed closer to a simulated scattering or radiating structure than Berenger's original formulation.
 
== References ==