The Perfectly Matched Boundary condition only exists for the Pressure Acoustics, Frequency Domain interface. For other interfaces use the classical definition and setup for Perfectly Matched Layers (PMLs).
|
•
|
For the Polynomial and Rational options, enter the PML scaling factor and the PML scaling curvature parameter. The default values depend on the selected Coordinate stretching type. The settings correspond to the settings entered for the classical Perfectly Matched Layers (PMLs).
|
•
|
For the Logarithmic option, enter the PML scaling factor and the Real term scaling factor. The logarithmic scaling applies different scaling to the real and imaginary part of the coordinate transform. The imaginary part follows log(1 − ξ) where ξ is the normalized distance in the layer (goes from 0 to 1), this leads to a rational scaling of the Jacobian (see Ref. 74). The real part follows a linear scaling ξ. The PML scaling factor applies to the full scaling function while the Real term scaling factor only applies to the real scaling functions.
|
•
|
When User defined is selected, choose the functions to be used for the real and imaginary part of the stretching functions, respectively. These should be Functions defined under the Definitions node.
|
|
Boundary conditions that intersect a Perfectly Matched Boundary are not continued/extended through the boundary. This setup is possible with a classical PML where, for example, an interior wall, a periodic, or an impedance condition can be defined inside the layer. This fact puts some restrictions on the general use of the Perfectly Matched Boundary.
|