Abstract
In this paper, we propose a multi-fields direct design method aiming to calculate two freeform surfaces with an entrance pupil incorporated for wide field of view on-axis line imaging applications. Both infinite and finite conjugate objectives can be designed with this approach. Since a wide angle imaging system requires more than few discrete perfect imaging points, the multi-fields design approach is based on partial coupling of multiple fields, which guarantees a much more balanced imaging performance over the full field of view. The optical path lengths (OPLs) and image points of numerous off-axis fields are calculated during the procedure, thus very few initial parameters are needed. The procedure to calculate such a freeform lens is explained in detail. We have designed an exemplary monochromatic single lens to demonstrate the functionality of the design method. A rotationally symmetric counterpart following the same specifications is compared in terms of RMS spot radius to demonstrate the clear benefit that freeform lens brings to on-axis line imaging systems. In addition, a practical achromatic wide angle objective is designed by combining our multi-fields design method with classic optical design strategies, serving as a very good starting point for further optimization in a commercial optical design program. The results from the perspective of aberrations plots and MTF values show a very good and well balanced performance over the full field of view.
Original language | English |
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Title of host publication | Optical Modelling and Design IV |
Publisher | SPIE |
Number of pages | 10 |
Volume | 9889 |
ISBN (Print) | 978-1-5106-0134-5 |
DOIs | |
Publication status | Published - 27 Apr 2016 |
Event | Conference on Optical Modelling and Design IV - Brussels, Belgium Duration: 5 Apr 2016 → 7 Apr 2016 |
Conference
Conference | Conference on Optical Modelling and Design IV |
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Country/Territory | Belgium |
City | Brussels |
Period | 5/04/16 → 7/04/16 |
Keywords
- OF-VIEW
- LENS
- SPECTROMETERS
- DISPLAY
- SYSTEMS
- SHAPE