Scattering Boundary Condition
Use the Scattering Boundary Condition to make a boundary transparent for a scattered wave. The boundary condition is also transparent for an incoming plane wave. The scattered (outgoing) wave types for which the boundary condition is perfectly transparent are
The field E0 is the incident plane wave that travels in the direction k. The boundary condition is transparent for incoming (but not outgoing) plane waves with any angle of incidence. When Wave Vectors are set to unidirectional, the direction k is provided automatically from the wave vector k1 specified for the physics interface. When Wave Vectors are set to bidirectional, the user selects whether the direction k is provided from the wave vector for the first wave k1 or the wave vector for the second wave k2.
A Reference Point subnode can be added by right-clicking the context menu (right-click the parent node) or from the Physics toolbar, Attributes menu. The Reference Point subnode redefines the incident field to be expressed as
,
where rref is a reference point determined as the average point from the point selection in the Reference Point subnode.
If the problem is solved for the eigenfrequency or 2D axisymmetric geometry, the boundary condition does not include the incident wave.
Scattering Boundary Condition
When Wave Vectors is set to bidirectional, you specify with Input wave which wave the specified input electric field is associated with.
Select Incident field to specify whether the input wave is specified by the electric field (Wave given by E field) or the magnetic field (Wave given by H field).
Specify the Incident electric field E0 (SI unit: V/m) or Incident magnetic field H0 (SI unit: A/m), depending on the setting of Incident field.
Select a Wave type for which the boundary is absorbing—Spherical wave, Cylindrical wave, or Plane wave.
For Cylindrical wave enter coordinates for the Source point ro (SI unit: m) and Source axis direction raxis (dimensionless).
For Spherical wave enter coordinates for the Source point ro (SI unit: m).