Annular Axial Lens



The annular axial lens is defined by sweeping the cross section of a bi-aspheric lens around a decentered axis parallel to the axis of symmetry of the cross section. The cross section consists of two aspheric faces, each of which is a polynomial asphere. The cross section has the same shape as the Even Asphere Lens, see "Even Asphere Lens" . The cross section may however be decentered along the radial direction. The defining parameters are:

Parameter # Description Face Name Face #
1 The radius of curvature of the front face, use zero for flat. Front 1
2 The conic constant of the front face. Front 1
3 The radius of curvature of the rear face, use zero for flat. Back 2
4 The conic constant of the rear face. Back 2
5 The thickness of the cross section. The thickness must be large enough so that the edge thickness of the part is at least 0.001 times the center thickness. Outside 0
6 The radial aperture of the cross section. Inside 3
7 The radius of rotation from the local Z axis to the axis of symmetry of the cross section. This value must beat least 1% larger than the radial aperture of the cross section defined by parameter 6. Outside 0
8 The decenter of the cross section within the lens aperture. Positive decenters shift the axis of the crosssection radially outward, negative decenters shift the axis radially inward. NA NA
9 Unused. NA NA
10-17 The front face coefficients . α1  through α8 Front 1
18-19 Unused. NA NA
20-27 The rear face coefficients . α1  through α8 Back 2

Face Numbers: Outside face connecting the "maximum" apertures Face 0, front face Face 1, back face Face 2, inside face connecting the "minimum" apertures on the front and back Face 3.

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