Home

Please support mflenses.com if you need any graphic related work order it from us, click on above banner to order!

SearchSearch MemberlistMemberlist RegisterRegister ProfileProfile Log in to check your private messagesLog in to check your private messages Log inLog in

Aperture step question
View previous topic :: View next topic  


PostPosted: Thu Aug 06, 2015 8:49 pm    Post subject: Aperture step question Reply with quote

Hello I bought a 55mm f1.7 lens that has a aperture steep between f1.7 and 2.8 that is exactly one steep down from f1.7 and I wonder what the aperture is there .


PostPosted: Thu Aug 06, 2015 9:02 pm    Post subject: Reply with quote

it will be f2. The f1.7 max aperture is exactly half a stop between f1.4 and f2


PostPosted: Thu Aug 06, 2015 9:10 pm    Post subject: Reply with quote

But the steep is one step down from f1.7(half the sutter speed)from 1,7 to 2 is half a stop as you say,


PostPosted: Fri Aug 07, 2015 9:38 am    Post subject: Reply with quote

One step down=fx1.4
One step up=fx0.7


PostPosted: Fri Aug 07, 2015 2:19 pm    Post subject: Reply with quote

Zeeke wrote:
Hello I bought a 55mm f1.7 lens that has a aperture steep between f1.7 and 2.8 that is exactly one steep down from f1.7 and I wonder what the aperture is there .

1 stop less light than f1.7 would be f2.4
f1.7 to f2.8 is 1.5 stops or 3, 1/2 stops (f1.7 (1/2) f2 (1/2) f2.4 (1/2) f2.8 ) shutter speed: 1/1000 @ f1.7, 1/500 @ f2.4, 1/333 @ f2.8
Half way would be f2.2

A nice table here:
http://www.distantfuturejosh.com/posts/tag/f-number/


More here:
https://en.wikipedia.org/wiki/F-number
Quote:
To calculate the steps in a full stop (1 EV) one could use

2^(0×0.5), 2^(1×0.5), 2^(2×0.5), 2^(3×0.5), 2^(4×0.5) etc.

The steps in a half stop (1/2 EV) series would be

2^(0/2×0.5), 2^(1/2×0.5), 2^(2/2×0.5), 2^(3/2×0.5), 2^(4/2×0.5) etc.

The steps in a third stop (1/3 EV) series would be

2^(0/3×0.5), 2^(1/3×0.5), 2^(2/3×0.5), 2^(3/3×0.5), 2^(4/3×0.5) etc.


PostPosted: Fri Aug 07, 2015 5:29 pm    Post subject: Reply with quote

Thanks for your replies
Regards Sverker