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Three-component vector to solve using a full three-component vector for the electric field envelope(s) E1 (and E2).
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Out-of-plane vector to solve for the electric field envelope vector component perpendicular to the modeling plane, assuming that there is no electric field in the plane.
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In-plane vector to solve for the electric field envelope vector components in the modeling plane assuming that there is no electric field perpendicular to the plane.
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For 2D and 3D, the default value for k1 (or φ1) represents a wave vector pointing in the x-direction.
The default value for k2 represents the wave vector for a plane wave reflected from a plane normal to the x-direction. Thus, the x-component is negated, whereas the other components are the same as for wave vector of the incident wave.
The default value for the User defined phase for the second wave, φ2, represents a wave propagating in the opposite direction to the first wave.
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For 2D axisymmetry, the default value for k1 (or φ1) represents a wave vector pointing in the z-direction, whereas k2 (or φ2) represents a wave propagating in the opposite direction to the first wave.
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For an example using the User defined Type of phase specification, see Gaussian Beam Incident at the Brewster Angle: Application Library path Wave_Optics_Module/Optical_Scattering/brewster_interface.
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The default values for the wave vectors are the gradients of the corresponding phases defined in the Wave Vector settings. These values will be correct for most cases. However, they will be wrong for Perfectly Matched Layer domains. There, it is better to explicitly specify the wave vector. For example, if the wave solution is expected to approximate a plane wave in vacuum (or air), it would be better to enter the vacuum wave number ewbe.k0 in the appropriate component field.
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Electric field envelope, first wave E1 and its components (in the Electric field envelope components, first wave fields).
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Electric field envelope, second wave E2 and its components (in the Electric field envelope components, second wave fields). The second wave is applicable if the Wave Vectors are bidirectional.
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