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Thread started 21 Apr 2016 (Thursday) 19:03
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Crop Photo to Certain Focal Length - Math Question

 
John_TX
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Apr 21, 2016 19:03 |  #1

I have a 20mm f/1.4 lens on a full-frame 5D3 (5,760 x 3,840 pixels) and would like to crop a number of photos to 24mm to cut out star coma in the corners. E.g. make the photos look like they were originally shot on a 24mm lens.

Is this the correct math to determine the final resolution of the image cropped to 24mm?

20mm + 20% = 24mm
5,760 - 20% = 4,608
3,840 - 20% = 3,072

So, if I cropped the original resolution photo (5,760 x 3,840) down to (4,608 x 3,072), would this be the equivalent of a 24mm image? I need the final resolution to make an action in photoshop. Thanks!


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BigAl007
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Apr 21, 2016 19:24 |  #2

I think you must have done your math wrong, I make 5760/1.2 to equal 4800 (24/20), if you do it as 20/24 and multiply it's 0.8333×5760 = 4800 too. Then just divide that by 1.5 to get short side of 3200.

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John_TX
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Apr 21, 2016 19:59 |  #3

Thanks! I figured I was not thinking about this correctly!


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Apr 22, 2016 09:32 |  #4

Interesting question. I am wondering, however, why it is important that the image appear to have been taken at a specific focal length? If you keep the ratio of width to height the same as the original image (as the conversion you are talking about does), any crop tool would allow you to crop just enough to remove the coma. In the final image, the focal length is seldom (ever?) evident.


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Perfectly ­ Frank
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Apr 22, 2016 09:55 |  #5

BigAl007 wrote in post #17980185 (external link)
Then just divide that by 1.5 to get short side of 3200.

I think you mean divide that by 1.2


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Apr 22, 2016 10:10 |  #6

Perfectly Frank wrote in post #17980800 (external link)
I think you mean divide that by 1.2

He means 1.5 - Aspect ratio is 1.5 (3:2, or 36mmx24mm sensor, assuming OP is shooting with the Canon 5DIII listed in the OP's sig line).

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Perfectly ­ Frank
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Apr 22, 2016 10:15 |  #7

kirkt wrote in post #17980812 (external link)
He means 1.5 - Aspect ratio is 1.5 (3:2, or 36mmx24mm sensor, assuming OP is shooting with the Canon 5DIII listed in the OP's sig line).

kirk

Ok, got it. Thanks.

I was thinking 3840/1.2 = 3200.
But it's all good.


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Apr 22, 2016 12:43 as a reply to  @ Perfectly Frank's post |  #8

The way I read Al's comment was that he was taking the computed scaled width and computing the scaled height from it by using the aspect ratio.

I got your drift. I did not mean to seem contrarian.

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Apr 22, 2016 12:44 |  #9

Just crop it as needed, don't worry about focal lenght simulation.


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Apr 22, 2016 13:15 as a reply to  @ maverick75's post |  #10

I think that the OP is attempting to crop to a specific FOV associated with a specific focal length.

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skid00skid00
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Apr 22, 2016 13:25 |  #11

If your goal is to remove the coma, just crop out the coma.

If you want to compare the 20 to a 24, shoot the same scene from the same tripod, and crop the 20 to match the 24.

If you are a math geek, you'll need to use the angle functions on your calculator, arctan, etc.




  
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Apr 22, 2016 13:31 |  #12

skid00skid00 wrote in post #17981017 (external link)
If your goal is to remove the coma, just crop out the coma.

If you want to compare the 20 to a 24, shoot the same scene from the same tripod, and crop the 20 to match the 24.

If you are a math geek, you'll need to use the angle functions on your calculator, arctan, etc.

You can do hyperbolic cosines if you want, but most would just divide by 24/20, which is 1.2.


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Apr 22, 2016 13:32 |  #13

I simply used the frame aspect ratio, based on the fact that the OP was talking about using Canon DSLR lenses, because when I did the math I already had the computed size of the long edge in the calculator. Initially I did 20/24 for the amount to crop by and hit equals, then multiplied the result by the number of pixels in the long edge, so only had to input those digits. Then divided the result by 1.5 as then I only needed to enter two more digits, and a decimal point. Since I have M.E, which affects my concentration I find it easier if I don't have to enter four or five digit numbers too often.

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skid00skid00
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Apr 23, 2016 11:37 |  #14

Archibald wrote in post #17981023 (external link)
You can do hyperbolic cosines if you want, but most would just divide by 24/20, which is 1.2.

Except that doesn't cover the angles covered by the lenses, which is why I made my post in the first place.




  
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Crop Photo to Certain Focal Length - Math Question
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