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'''Stereoscopic spectroscopy''' is a type of [[imaging spectroscopy]] that can extract a few spectral parameters over a complete [[image plane]] simultaneously. A stereoscopic spectrograph is similar to a normal [[spectrograph]] except that (A) it has no slit, and (B) multiple [[spectral order]]s (often including the non-[[dispersion (optics)|dispersed]] zero order) are collected simultaneously. The individual images are blurred by the spectral information present in the original data. The images are recombined using [[stereoscopy|stereoscopic]] [[algorithm]]s similar to those used to find ground feature altitudes from [[parallax]] in [[aerial photography]].
 
Stereoscopic spectroscopy is a special case of the more general field of [[tomographic spectroscopy]]. Both types of imaging use an analogy between the <math>(x,y,\lambda)</math> data space of imaging spectrographs and the conventional <math>(x,y,z)</math> 3-[[space]] of the physical world. Each spectral order in the instrument produces an image plane analogous to the view from a camera with a particular look angle through the <math>(x,y,\lambda)</math> data space, and recombining the views allows recovery of (some aspects of) the spectrum at every location in the image.
 
{{Stereoscopy|state=expanded}}
 
{{DEFAULTSORT:Stereoscopic Spectroscopy}}
[[Category:Spectroscopy]]

Latest revision as of 23:22, 6 December 2014

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