Is it not reading the illuminance (intensity) of reflected light and then using Exposure = Illuminance x Time?
Edit: I feel like I'm missing something here...
I'm still confused. When you say Hg are you talking about the image plane? What is image illuminance?
Chan Tran: That's all fairly obvious so I'm still suspicious. Underlying all the variables is the usual question of whether or not the various image exposures at the film plane based on the metering and camera setting will generate the expected film densities (ie the first transition in the tone reproduction diagrams), but I don't think that's what Stephen is getting at.
Well, I'll admit, for example, the section in Henry's book on meters is fairly tough for me to get through every time.
I have a couple simple questions.
Is it just that the meter wants to put the same amount of light on the film as sensitometric testing would put on the film?
Then the meter has the extra work to try to back out the optics of the meter and factor in the optics of the camera and estimate the camera flare. (while an in-camera meter is excused from some of that work)?
Why do you say that? It gets into quite a bit of detail on calibration, flare etc.
In any case it doesn't matter much to me since there is not much I can do about it anyway. I always get a laugh out of the meter modifications. I'll get right on that as soon as Leica builds me a precision 4x5.
Is it not reading the illuminance (intensity) of reflected light and then using Exposure = Illuminance x Time?
Edit: I feel like I'm missing something here...
Stephen, for the speed point we know the exposure should be Hm in S=0.8/Hm when the ISO conditions are satisfied. Determing Hm is what I find tricky. Simplifying without ISO requirements, even when just targetting an arbitrary fixed density speed point with a step tablet test (in camera, out of camera, whatever), I find it somewhat less than straight forward.
Isn't it just 10 times? So instead of .8 it's 8...
So, the speed point would be..
125 = 0.8 / Hm
multiply both sides of equation by Hm... 125 Hm = 0.8
divide both sides of equation by 125... Hm = 0.8 / 125
Hm = 0.0064
Likewise, the metered point would be...
Hg = 0.064
Ten times... Seems extremely arbitrary or lucky to be such a round easy to remember number.
So it takes 0.064 Lux.Sec to produce a density of .10 plus fog on the film?
No, it takes 0.0064 lxs for a 125 speed film. You need to keep an eye on the number of zeros.
I'm still very curious how we got exactly 10x from Hm to Hg
It seems very capricious.
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