Khosla D, Holmes T J
Department of Biomedical Engineering, Rensselaer Polytechnic Institute, Troy, NY 12180-3590.
J Microsc. 1992 Nov;168(Pt 2):115-29. doi: 10.1111/j.1365-2818.1992.tb03256.x.
In a three-dimensional (3-D) image data set obtained through optical sectioning, each two-dimensional (2-D) segment is blurred by out-of-focus information from neighbouring focal planes superimposed on the in-focus segments from that plane. Instead of attempting to remove this redundant information over the full 3-D data set, we have developed a technique for restoring stereoscopic views. In this paper we describe the implementation of a Wiener-type inverse filtering method for generating stereo pairs of bright-field micrographs. A theoretical optical transfer function valid under certain simplifying approximations has been used in implementing this filtering technique. In developing this method the slice theorem of computed tomography is used. In this way the image reconstruction problem is reduced to one of processing 2-D arrays rather than 3-D arrays and the problem of restoring missing Fourier components within the missing-cone region is circumvented. Limited experimentation with real micrographs shows that the approach provides images that display an effective increased depth of field and 3-D attributes of the specimen, even though some of the underlying assumptions on which this method is based are difficult to verify explicitly. The method can be implemented with a relatively fast execution time on 386-SX computers.
在通过光学切片获得的三维(3-D)图像数据集中,每个二维(2-D)片段都会因来自相邻焦平面的离焦信息叠加在该平面的对焦片段上而变得模糊。我们没有尝试在整个3-D数据集中去除这些冗余信息,而是开发了一种用于恢复立体视图的技术。在本文中,我们描述了一种用于生成明场显微照片立体对的维纳型逆滤波方法的实现。在实现这种滤波技术时,使用了在某些简化近似下有效的理论光学传递函数。在开发此方法时,使用了计算机断层扫描的切片定理。通过这种方式,图像重建问题被简化为处理二维阵列而非三维阵列的问题,并且规避了在缺失圆锥区域内恢复缺失傅里叶分量的问题。对真实显微照片进行的有限实验表明,即使该方法所基于的一些基本假设难以明确验证,该方法也能提供显示出有效增加的景深和标本三维属性的图像。该方法可以在386-SX计算机上以相对较快的执行时间实现。