Sound ranging - Revision history

49.197.25.118 at 22:22, 6 December 2014

2014-12-06T22:22:08Z

← Older revision		Revision as of 00:22, 7 December 2014
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	~~{{Unreferenced\|date=December 2009}}~~		Golda is what's created on my birth certificate although it is real [https://www-ocl.gist.ac.kr/work/xe/?document_srl=605236 psychic chat online] readings [[http://www.aseandate.com/index.php?m=member_profile&p=profile&id=13352970 www.aseandate.com]] not the name on my beginning certification. For many years she's been residing in Kentucky but her husband desires them to move. Credit authorising is how he makes money. To perform lacross is something I really appreciate doing.<br><br>my webpage - spirit messages - [http://www.weddingwall.com.au/groups/easy-advice-for-successful-personal-development-today/ continue reading this],
	~~'''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]]~~

en>Monkbot: Fix CS1 deprecated date parameter errors

2014-01-30T06:01:54Z

Fix CS1 deprecated date parameter errors

← Older revision		Revision as of 08:01, 30 January 2014
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	~~Hello~~, ~~my name is Andrew~~ and ~~my spouse doesn't like it at all~~. ~~To perform domino is something I truly enjoy performing~~. ~~For many years she'~~s ~~been operating as~~ a ~~journey agent~~. ~~I've always cherished living~~ in ~~Kentucky but now I'm contemplating other options.~~<br><br>~~Feel free to surf to my web page~~: [~~http~~:~~//kjhkkb.net/xe/notice/374835 phone psychic readings~~]		{{Unreferenced\|date=December 2009}}
			'''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]]

en>Nfe: /* World War II */

2012-06-24T08:27:28Z

World War II

New page

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