Transform the phase-space diagram from microlens plane to the focal plane
[WOut,X,U] = mlLens(f,lambda,WIn,X,U,propagationType,type)
We define the position of the microlens by specifying the chief ray
angle from the source optics (in the microLensWindow).
The routine transforms the phase-space diagram in the microlens plane
into its representation in the focal plane (i.e., at the
photodetector).
X: the range of possible spatial positions in the microlens plane
U: the range of possible angles of the rays
WIn: One at the locations of X and U that are within the spatial extent angular cone
that the microlens sees coming from the source. (to check ... it
may be that we define the valid range by WIn, but we allow X and
U to be beyond the valid range).
The transformed data, WOut, represent the modified phase-space diagram
in the photodetector plane (i.e. focal plane of the microlens).
The WOut and WIn values of the phase-space diagram indicate the amount of
energy transmitted at the position,angle values they represent.
WIn(X,U) -> WOut(X,U) is the Wigner transform.
f: Focal length
lambda: Wavelength for calculation
Copyright ImagEval Consultants, LLC, 2005.