Talk:Optical transfer function

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Question copied from article

Someone wrote a question into the article, i removed it there and copied it here -- 84.190.192.91 17:30, 23 January 2007 (UTC)[reply]

This page looks like it has been lifted from a larger article. For example, the following sentence appears "The OTF accounts for aberration, which the limiting frequency expression above does not." but there is no previous refrence to a "limiting frequency expression". Please explain what this is.

The MTF definition presented appears to be inconsistent with standard usage. For situations where the object space input phase varies randomly from point to point (i.e., non-coherent imaging), the MTF is the normalized Fourier tranformation of the convolution of the point spread function with itself.

Doh!

I'm sorry, but I regard myself as a reasonably intelligent person and have been told by many people that I am regarded by them as highly intelligent. So what the blazes is going on here? I turned to this link from the "Spy Satellites" article and instead of an explanation found a highly technical article which requires a great deal of prior knowledge on the subject at hand. As you may assume, I don.'t have that knowledgebase and therefore found the article less than useful. Indeed, I walked away less clear and decidedly more frustrated.

Please don't think I am being insulting to the author/s in any way, I am merely conveying my personal experience as best as I can. In my own experience I know it can be far too easy to be too close to one's work and not realise one is unintentionally leaving folks behind. And as an encyclopedia is an 'everyman' sort of reference, I feel this article needs further work, perhaps with a clear mind to it being a Wikipedia article and not a technical reference work of the field thus making it possible for the lay person to understand.

Thanks and kindest regards,

Outofthewoods (talk) 08:42, 23 November 2010 (UTC)[reply]

I agree this is an overly technical article with no non-technical introduction. I didn't see it linked from spy satellite. This page needs love, but it is intrinsically technical as opposed to say image resolution; the page that linked you here should probably link there or somewhere similarly less-technical. —Ben FrantzDale (talk) 12:38, 23 November 2010 (UTC)[reply]

I regard myself as an expert in this area, having worked on the development of ccd cameras and image conversion for many years. So I have re-written from scratch. Hope this meets with approval. -Lindosland (talk) 11:20, 25 April 2011 (UTC)[reply]

It's still quite technical. It could probably be improved with a visual example or two. 216.118.216.42 (talk) 19:35, 6 July 2011 (UTC)[reply]

Mystery term in equation

One of the equations in the "advanced" section introduces a mystery term λ(ξ,η) apparently defined nowhere else in the article-- this needs a definition, or the equation is simply baffling, rather than informative. -- The Anome (talk) 21:37, 4 February 2012 (UTC)[reply]

I guess the λ-function returns to the phase shift in wavelengths of each spatial frequency component. The PTF is simply OTF/MTF, as is clear from the above, so I replaced the λ-function with the more commonly used complex argument and added a little explanation. (Tom.vettenburg (talk) 21:11, 7 October 2012 (UTC))[reply]

Measuring the OTF

The paragraph "Measuring the OTF" discusses the gratings necessary, but not how to measure the OTF. The only hint given is that the OTF is the Fourier transform of the Point spread function. — Preceding unsigned comment added by 91.32.113.96 (talk) 11:40, 30 July 2012 (UTC)[reply]

Merge from Modulation transfer function (infrared imaging)

Someone suggested merging these two articles over a year ago. It seems obvious as nothing on Modulation transfer function (infrared imaging) is really infrared-specific. Is there any reason not to merge these? —Ben FrantzDale (talk) 13:37, 6 May 2013 (UTC)[reply]

MTF (modulation transfer function) is a standardized method to measure the sharpness and contrast of a lens, so that different lenses can be evaluated and compared. reference: http://photographylife.com/how-to-read-mtf-charts — Preceding unsigned comment added by 70.26.255.41 (talk)

MTF is not limited to infrared, but applies to optics designed for any wavelength, and is predominantly used to compare camera lenses.

Here are some sites that use and discuss MTF data to compare lenses: dpreview.com , imaging-resource.com, http://photographylife.com/how-to-read-mtf-charts , dcresourcel.com with an example of MTF charts on this page http://www.dcresource.com/forums/showthread.php?23055-400D-70-200-4-IS-and-50-1-2-L

Here is an EXPLANATION OF MTF - Modulation Transfer Function http://photographylife.com/how-to-read-mtf-charts and this is supported by other online documentation as well. Just to give a few examples: http://photo.net/learn/optics/mtf/ http://www.kenrockwell.com/tech/mtf.htm http://www.normankoren.com/Tutorials/MTF.html

Also, there is an infrared-specific reference on this page https://spie.org/x34304.xml which looks similar to the infrared-specific MTF page posted on wikipedia.

The current web page on wikipedia needs to be corrected/replaced with the correct information, that is not specific to one type of equipment, but rather, gives the true definition of MTF. (ie: tire performance is not just on dirt track - tire performance can pertain to a tire's performance on any surface). — Preceding unsigned comment added by Timmbits (talk • contribs)

Yes, please do merge it. Dicklyon (talk) 05:52, 25 May 2013 (UTC)[reply]

Removed line

For correctness I removed the final line on Scanning Electron Microscopy as it has no optical transfer function. """ In the case of the Scanning Electron Microscope (SEM), the electron detectors do not capture the phase of the electrons, and, therefore, the PTF can be disregarded, leaving the MTF equivalent to the OTF. """ Although it certainly can be regarded to have a transfer function, electrons, not photons lie at the basis of its functioning. Furthermore, the term PTF (phase transfer function) refers to the complex argument of the optical transfer function, not the phase of electrons (or photons). For example: an asymmetric spot in SEM would have a non-zero PTF.