I currently have the 85mm f/1.8 , and I'm thinking about getting the 85mm f/1.2 L II version.
I think:
Stops_Difference = 2 * log_2 ( f_no_1 / f_no_2 )
So in this case:
Stops_Difference = 2 * log_2 ( 1.8 / 1.2 ) = 2log_2(1.5) ~= 1.17 stops.
So, superficially, one might expect to gain just over 1 stop of extra brightness by using the L lens.
But that assumes that the optical transmittance of the lens as a whole remains the same.
Given all the extra glass thickness (I am guessing) in the f/1.2 model, do we really get that much extra
light?
How much brightness gain do we *really* get?
I think:
Stops_Difference = 2 * log_2 ( f_no_1 / f_no_2 )
So in this case:
Stops_Difference = 2 * log_2 ( 1.8 / 1.2 ) = 2log_2(1.5) ~= 1.17 stops.
So, superficially, one might expect to gain just over 1 stop of extra brightness by using the L lens.
But that assumes that the optical transmittance of the lens as a whole remains the same.
Given all the extra glass thickness (I am guessing) in the f/1.2 model, do we really get that much extra
light?
How much brightness gain do we *really* get?