Stoner W
Appl Opt. 1978 Aug 1;17(15):2454-67. doi: 10.1364/AO.17.002454.
Once it is appreciated that a lens imaging with spatially incoherent light may be interpreted as a spatial filter, it is natural to ask what freedom exists in lens design to implement an arbitrary filter function (or OTF, as it is known). Specifically, is it possible to implement OTFs for specialized data processing operations, such as radar pulse compression or deblurring radiographic images? The conventional answer to such questions is negative; the answer becomes affirmative if a hybrid approach is followed. This approach departs significantly from conventional optical processing, since it exploits the diffraction of light emanating from a spatially incoherent source. Two advantages follow: (1) resistance to noise and (2) relaxed requirements on input and output devices. It is the purpose of this paper to explain, demonstrate, and explore this new approach to optical processing, in which the essentially coherent operations lacked by incoherent optics are performed electronically.
一旦认识到用空间非相干光进行透镜成像可被解释为一种空间滤波器,那么很自然会问在透镜设计中有哪些自由度来实现任意的滤波函数(或者如我们所知的光学传递函数)。具体而言,是否有可能为诸如雷达脉冲压缩或对射线图像进行去模糊等专门的数据处理操作实现光学传递函数?对这类问题的传统答案是否定的;如果采用一种混合方法,答案就会变为肯定。这种方法与传统光学处理有很大不同,因为它利用了来自空间非相干源的光的衍射。由此带来两个优点:(1)抗噪声能力;(2)对输入和输出设备的要求较低。本文的目的是解释、演示并探索这种光学处理的新方法,在这种方法中,非相干光学所缺乏的基本相干操作是通过电子方式执行的。