Validation and extension to three dimensions of the Berenger PML absorbing boundary condition for FD-TD meshes

Berenger recently published a novel absorbing boundary condition (ABC) for FD-TD meshes in two dimensions, claiming orders-of-magnitude improved performance relative to any earlier technique. This approach, which he calls the "perfectly matched layer (PML) for the absorption of electromagnetic...

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Veröffentlicht in:IEEE microwave and guided wave letters 1994-08, Vol.4 (8), p.268-270
Hauptverfasser: Katz, D.S., Thiele, E.T., Taflove, A.
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Thiele, E.T.
Taflove, A.
description Berenger recently published a novel absorbing boundary condition (ABC) for FD-TD meshes in two dimensions, claiming orders-of-magnitude improved performance relative to any earlier technique. This approach, which he calls the "perfectly matched layer (PML) for the absorption of electromagnetic waves", creates a nonphysical absorber adjacent to the outer grid boundary that has a wave impedance independent of the angle of incidence and frequency of outgoing scattered waves. This paper verifies Berenger's strong claims for PML for 2-D FD-TD grids and extends and verifies PML for 3-D FD-TD grids. Indeed, PML is >40 db more accurate than second-order Mur (1981), and PML works just as well in 3-D as it does in 2-D. It should have a major impact upon the entire FD-TD modeling community, leading to new possibilities for high-accuracy simulations especially for low-observable aerospace targets.< >
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subjects Aerospace simulation
Boundary conditions
Classical and quantum physics: mechanics and fields
Classical electromagnetism, maxwell equations
Classical field theories
Electromagnetic reflection
Electromagnetic scattering
Electromagnetic wave absorption
Exact sciences and technology
Finite difference methods
Frequency
Impedance
Maxwell equations
Physics
Tellurium
title Validation and extension to three dimensions of the Berenger PML absorbing boundary condition for FD-TD meshes
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