Xiaofei Wu
Tsinghua University
8 Papers
18 Citations
Xiaofei Wu is an academic researcher from Tsinghua University. The author has contributed to research in topics: Image quality & Figure of merit. The author has an hindex of 4, co-authored 5 publications.
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Papers
Direct design of freeform surfaces and freeform imaging systems with a point-by-point three-dimensional construction-iteration method.
TL;DR: The proposed construction-iteration method is applied in the design of an easy aligned, low F-number off-axis three-mirror system and good image quality which is closed to diffraction-limited is achieved.
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Transverse image translation using an optical freeform single lens.
TL;DR: An approach that utilizes freeform optical surfaces to realize a novel optical function called transverse image translation, which acts as a basic geometrical transformation for images by means of inserting and arranging some extra optical elements behind the given system.
14
Local surface tolerance and quality evaluation of optical surfaces
Jun Zhu,Yuting Deng,Yilin Tan,Xiaofei Wu +3 more
TL;DR: In this paper , the authors proposed a framework that includes a local tolerance model and a quality merit function for optical surfaces, which can provide an accurate tolerance for each region on the surface so the targeted wave aberration requirements are met during components manufacturing.
12
Freeform illumination design model for multiple light sources simultaneously
Xiaofei Wu,Guofan Jin,Jun Zhu +2 more
TL;DR: This model is designed for multiple light sources simultaneously, rather than just for one certain source like the current model, and two new illumination functions can be realized in this model, as the light sources are non-single and movable.
8
Design of freeform unobscured reflective imaging systems using CI method
Tong Yang,Wei Hou,Xiaofei Wu,Guofan Jin,Jun Zhu +4 more
- 31 Oct 2016
TL;DR: In this article, a point-by-point construction-Iteration (CI) method is used to construct free-form reflective imaging systems using a simple initial system consisting of decentered and tilted planes.
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