It's an $800+ light meter. You shouldn't have to do any $#!+ remotely like that to find an exposure or a luminance range.
Foot candles are no better or worse for figuring out luminance range than are f stops. Both are symbolic/arbitrary when used for this purpose anyhow. You don't need to know how much light there is when measuring a luminance range. You just need to know how far apart lights are from each other. One full step on a meter with either an f number scale or a foot candle scale means the same thing: either a doubling or a halving of light intensity read by the meter. You don't even need numbers. All you need are hash marks showing the full steps.
What does make visualizing luminance range much, much easier is having an analog scale with a full ring-around of equivalent exposures. If this is how you plan on using your light meter, sell the $800+ one while it still has value, get a Studio Deluxe used for under $100, and enjoy $700 worth of hamburgers or something.
What I meant is that to accurately measure luminance requires a much more expensive meter than an exposure meter.
Foot candles are no better or worse...
... but still, one must take a reading ...
... light level reading for industrial/business use such as installing office lighting. This formula could be used with one of those meters ....
The Exposure Formula is associated with the quote "Chance favors the prepared mind," so I take it to mean that knowing the formula and using it can help in a pinch when a meter fails or is unavailable.
I don't know what the units are on the Weston (I have heard it is foot candles and my Sekonic 398A has a scale in foot candles) but both the Weston and the 398A say a bright sunny day in UT will be very close to 350 'units' (actually the Sekonic measured about 400).
Ansel's formula requires a reading. No reading, no answer.You are right. I gave Ansel's formula another reading. He only gave one example where the moon was 250 candela per square foot. Now that is a reasonable constant brightness that could be worth memorizing.
And he reminds that estimating exposures from memory like this and Sunny 16 are emergency measures unlikely to result in a fine print.
So taking meter readings is important.
***So in p.66 of Book II, Ansel Adams outlines his exposure formula:
Square root of your ASA give you the key stop
Take your meter reading in c/ft^2 (foot-candles) and the inverse is the shutter speed at the key stop.
So if shooting ASA100, the key stop would be f/10. And if luminance value is 100FC, then the exposure is 1/100.
I'm trying to get this to work with my Sekonic 758C. I'm not coming in close. At f/10 and 100FC with ASA 100, my exposure reading is 1/8 second. Even taking into account a K factor, this is orders of magnitudes off.
What am i doing wrong?
I learned a lo from Adams book but his exposure formula isn't what I care for. It involves having to do square root which for me quite difficult. Instead of remember the moon is 250 foot.candle (using Adams term) I much rather remember that it's 14.3LV. That is EV14.3 @ ISO 100. From then on I only need to do add and subtract.
I found by experiment that if the Weston Master II is set to film speed Weston 40, which would be the equivalent of ASA 100 before nominal fim speeds were doubled, the scale does indeed read the correct shutter speed for f10 (f9.5 actually) for the reflective metering for 100 ISO film according to my Canon SLR meter.
You only need to Square Root your EI... and the series relates directly to f/stops so ... you should know a few members of the set.
f/5.6 -> EI 32
f/8 -> EI 64
f/11 -> EI 125
f/16 -> EI 250
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