If Trix resolves around 95LPM and Plus X at 125LMP what is the point of having a lens that resolve 320LPM." As news photographers you are going to be shooting TriX, GAF 500, HP4 and Plus X on occasion.
A distance of 50 x focal length in mm is often recommended because the lenses supposedly show their best performance there. Hence the specification of 2.5 m for 50 mm lenses from xkaes.Lens testing is really a complex system effort, especially taking into account of subject distance. I saw you mentioned 2m, while @xkaes mentioned 2.5m for 50mm lens. Is that a common practice vetted in mathematics, or industry tradition?
Thank you for all these hints. Do you have a source for the formula? That would be interesting. So far I've only seen it in connection with the calculation of electrical resistors.the formula is:
1/Resolution(total) = 1/Resolution(lens) + 1/Resolution(film)
for excellent total system resolution, all of the elements need to be optimised. some photos look better blurry though
Thank you for all these hints. Do you have a source for the formula?
I'v seen it in several places, it's of course only an approximation since in reality it's an interacton of all the curves. but here is a paper by Fuji that lists it (page 64) along with some other interesting things:
System Resolving Power :
The resolving power of a system can never exceed the lowest resolving power among the components that comprise the system. In fact, the system value is actually lower. For example, if a lens with a resolving power of 200 lines/mm were used with a film with a resolving power of 50, the combined system resolving power would be 40. To accurately determine the resolving power of a system, use the following equation :
1/R = 1/r1+1/r2+1/r3
(where "R" is the resolving power of the system and each "r" represents that of each component)
Thank you. This means that I can calculate the resolution of the lens if I know the resolution of the film.
So: I measure a resolution of the lens/film system (Minox AIIIs/Adox cms 20) of e.g. 218 LP/mm and estimate the resolution of the film very optimistically at 800 LP/mm.
Then I could calculate
rLens = 1 / ( 1/RSystem - 1/rFilm)
rlens = 1 / ( 1/218 - 1/800) = 300 LP/mm
Cool, even if it's just an estimate.
An article that leaves no question unanswered, thank you for that too. And it's also very heavy fare. Fortunately, the text is also available in Germanreality is a bit more complex, since even the term resolution is fuzzy. But if you're interested in a deeper dive, Zeiss has a paper which explains MTF, and some example of how lens and film interact (page 10 onwards, though it's good to read from the start):
To make use of this detailed excellent work, it really helps if you have some sort of intended use in mind.
For most pictorial work, the differences between the wide selection of available "good quality" lenses aren't particularly important - issues of condition aside.
If you need highly accurate copies of original documents, issues like distortion are very important, as are high line pair resolution numbers.
If you regularly make very large enlargements, high MTF numbers are important.
If your needs include exceptional low light capabilities, great results with the lens wide open are important.
A "needed results" oriented approach can make good use of objective tests.
My original reason for doing these tests was to find out how big the difference in image quality is between the Minox I (Riga Minox) and the Minox III. To my knowledge, no one has ever done this before. So it wasn't necessarily about absolute results, but about relative results.
So I am curious, what are your findings regarding these two Minox lenses?
Who has ever tested lenses at home? What experiences have you had with this?
In order to test the resolution of cameras for which there were no evaluations yet, I was forced to carry out tests myself. But I had never done this seriously before, so I had to find out more first. There are many tips online, but they were either too technically complex or they were just the author's emotional assessments.
I was tired of hearing 'creamy bokeh' and 'sharp corners' in lens review videos. With a little effort, I could carry out meaningful lens tests at home. The results may not be as good as professional laboratory tests, but in most cases they were sufficient to get to know my own lenses better.
Do you have any ideas or comments on how to improve my process?
I've written down what I did here:
Testing lenses
This guide covers methods like using Siemens star and USAF 1951 test charts, measuring line pairs per millimeter, and practical field tests.moments-of-now.com
When thinking about how sharp a lens is, the first question is what is the resolving power of the film? ADOX CMS 20 datasheet reports 800LPM, with your 16mm camera and lens I doubt that it will resolve 800LPM, I assume that a 61MP sensor can resolve more than the lens so you should be able to count LPM of the lens. With a AF test chart you sould be able to determine distortion. With a 16mm negative, the format is so small it will have great depth of field, would be interesting to see the bokha
Nice article! I haven't seen many others do structured resolution tests on film except for Henning Serger or Tim Parkin. I've seen others but they have a bunch of methodology issues. The main thing that Henning stresses is that scanners are the resolution killer. That's not to say your methods are insufficient, high resolution camera scanning is kind of the top-of-the line way to transfer film as digital cameras never stopped improving.
Regardless, when assessing lenses, maybe the best way is to do it entirely analog... and not even involve film. You can aim a microscope behind the lens and bring into focus where the aerial image from the lens comes into focus. That way you can visually check these features. Or do a hybrid approach and attach a camera and perform a slant-edge test. Also, remember that the light travels straight from the exit pupil to each point on the film plane, so you'll need to always look towards the exit pupil as you move away from the optical axis. I totally understood how this worked when I first tried holding loupes up to my lenses... *cough*
I first learned of this approach when looking into Tim Parkin's tests about film's latitude. I came across a nice page by Rik Littlefield, who is the current admin of photomacrography.net, where he shows off this setup at the end of an exposure latitude test to verify the lens isn't the limiting factor. It's also a rather nice test!
Another way is the inverse of that: lens projection (this might not be the right term?). You can put a slide/transparency of a test pattern at the focal plane of your test lens, shine light through the slide, and the lens will project that image onto a wall/screen. The fatal issue with this is you need a micrometer-scale pattern to project. I had the idea of using a cheap microscope reference slide, but I don't know if they come in the easy-to-measure patterns you mention. And you need to jerry-rig a projection apparatus. Proper resolution targets are sold as microscope slides by Thor labs and Edmund Optics, but they're etched in chromium at an extremely high resolution. They're quite expensive. But there's probably many more fine-patterned scales, etc that can be used.
For your Minox it'd probably be harder because I don't think you can remove the back? So there's no simple way to optically measure the lens without taking a picture. Unless you put tiny first-surface mirror inside at a 45 degree angle like an SLR would. Or salvage the lens from one.
I don't know the theoretical limitations of each approach. Bob Atkins mentions here that apparently there's an issue when interpreting the results of the aerial image near the diffraction limit.
Either way, this approach just takes the imaging medium out of the process.
I have a very relevant photo.net post to share, however! Last year I was heavily researching this topic and came across this interesting guy, Martin Tai, who made a post in 1998 about testing the lens on his Minox. Seems to be a giant Minox fan, he kept this thread updated until 2004 with his experiments, and he includes some photomicrographs (you need to use the wayback machine to access them).
He also shared it on this Minox user's group on usenet on which you can find an archive of these posts with better formatting. The broken formatting on photo.net hurts my eyes :c
Towards the end of the thread he explains the Minox's performance: as an example, shrinking a Tessar design down by 3x, making a smaller image circle, would make the focus circle 3x smaller. I had never considered that until then, but it makes sense. Especially considering APS-C lenses perform spectacularly... on a smaller image circle as well.
Here are a pair of his images from this post in case wayback isn't working for those links (for reference: the Gooderham Building in St. Lawrence, Toronto, Canada):
View attachment 383261
And the associated crop of the street sign:
View attachment 383260
As an epilogue to this inclusion, he is still sharing photos he's taken on Minox film cameras to this day, nearly 26 years later. He last shared some a few weeks ago. I admire this guy's tenacity and love of the format!
And that's about everything I know about this topic. Thought I'd dump it all here for anyone's benefit or for someone to fill in my gaps of knowledge.
Thank you very much for all the information!
I was aware of the tests by Henning Serger, but I will certainly follow up the links to Tim Parkin and Rik Littelfield.
I really appreciate Martin Tai's work on Minox lenses and his photos. His photo “Wuahn East Lake” is one of the best Minox photos I know. By the way, because it's not that sharp. He gave me permission to use it on my site:
The Minox Paradox
When it comes to camera technology, to me applies: less is more. Little technology means that light falls briefly through a lens onto a film.moments-of-now.com
So I am curious, what are your findings regarding these two Minox lenses?
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