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Enlarging to Film - Idea for Metering

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holmburgers

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This is a theoretical proposition that might make enlarging to lith film or sheet film really easy.

I'm interested in the possibility of making enlarged negs from slide film, or enlarged positives from negatives. Or you could make enlarged separation negatives (for tri-color gum for instance, carbon or DCG-dye-transfer) from color negatives by copying those with a slide-copier setup onto 35mm b&w film, with the appropriate filters, and then projecting those.

Ok...

Let's say you enlarge your image onto a gray card and meter the gray card, or alternatively, take incident readings of the projected light and then tell your meter that you are shooting at f/1. Would this not give you the correct exposure time?
 

Athiril

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I'd possibly meter the brightest section (thinnest on the film) and add +2.5 stops to that. Or if shooting a pos to a neg, may want to incident the densest section.

Or for neg to pose you may want to spot the densest section and then subtract 2.5 stops.
 

BetterSense

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I'd possibly meter the brightest section (thinnest on the film) and add +2.5 stops to that.
How would you meter it, though? What aperture would you set on the meter?
for neg to pose you may want to spot the densest section and then subtract 2.5 stops.
Subtract 2.5 stops from WHAT? What aperture are you supposed to set on the spot meter when you take the reading? That's the whole question here.

It must be possible to create a direct correlation between the brightness of an enlarger's baseboard image and the exposure given by a common light meter. The question is, if you use a camera meter, whether incident or reflective, to meter the baseboard image thrown by an enlarger, is F/1 the appropriate aperture for calculating exposure? If not, what is?
 

Paul VanAudenhove

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I'd meter the grey card with no negative in place, then get an incident reading with a negative in place. I would think the two should be fairly close. Then expose the film as you would a test strip, process and see what worked best. Make certain you keep notes, and let us know how it works out.
 

Nicholas Lindan

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Stephen Benskin (here on APUG) is probably the man to consult, he just went through the derivation of the equations you need.

(there was a url link here which no longer exists)

From looking at some notes on contacting to TMX you might try setting the meter to the ASA of the film and using the time for f2.0. Meter a grey card with a spot meter with blank film in the enlarger. Bracket at 1/2 stop intervals for 2 stops either side.
 
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Paul VanAudenhove

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Nicholas,

Wouldn't you set the f-stop to what you have your enlarging lens set at? After bracketing you would then know your 'fudge' factor.

*Just in case anyone is not familiar with the term 'fudge factor;' it's the number you add, subtract, multiply or divide into your answer to get the answer you should have had.
 
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holmburgers

holmburgers

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Thanks everyone for the input.

I remember a thread a while back where a similar idea was discussed, and f/1 was confirmed as being the right aperture. If you think about it, it makes sense, because technically you're metering the 'film plane', and f/1 is a 1:1 light ratio. That is, it applies no change due to your focal length/aperture, which is nill at the film plane level. In a camera, the light you're metering is outside of the camera and the light has to go through your optical system.

I'm sure the math would be easy to do and to confirm this.

I think the smart thing to do would be to make a test strip in the ballpark determined by this metering method, and that should give a pretty good idea. The main reason I'm asking this is to avoid making expensive test strips on 8x10" T-Max or something!

Thru PM, Ian C provides this, "When film is copied, there is a natural tendency for the copy to have significantly more contrast than the original. Worse, the contrast is distributed somewhat differently on the copy than the original." He goes on to suggest that pre-fogging might be necessary as well. I suppose that I could develop my originals to a lower contrast if it's possible.

All in all, someday I'll give it a shot, and definitely post my results. Can't say it'll be anytime soon however.
 

Nicholas Lindan

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f/1 is a 1:1 light ratio.

Er, no.

At f1 the film 'sees' an illuminated solid angle of 53 degrees that is the same brightness as the subject [with a freshman physics level of simplification], there is nothing "1:1" about this.

"In the early years of photography the lens makers unfortunately chose to describe their lenses by the ratio of equivalent focal length to the entrance pupil diameter and then to write this as an inverse fraction! This must rank as one of the sillier decisions in the history of optics." Optics, M. H. Freeman
 
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Nicholas Lindan

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Wouldn't you set the f-stop [of the meter] to what you have your enlarging lens set at?

No.

If you are measuring at the film/paper plane then you are making the measurement with the lens stopped down to the exposing aperture - it is the same as making a stop-down measurement with a TTL camera light meter. The f-stop of the lens is automatically taken into account as it is attenuating the light falling on the film/paper/gray card/metering cell.

The f-number that you use to read-off the exposure time is just the fudge-factor that allows you to set the meter to the ASA of the film being exposed. The fudge-factor will be different depending on how you are doing the metering.

The best fudge-factor/f-stop setting is best found by doing test strips. Expect the number to be different for B&W negatives and color transparencies.
 

Jim Noel

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By the time you get all of this calculated so that it is accurate I wil have been able to make at least a dozen enlarged negatives via the good old tried and true test strip method, nd simultaneously made a chart which in the future will enable me to make such negatives w/o test strips.
 

BetterSense

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holmbergers says:

f/1 is a 1:1 light ratio.

You say
but you admit it yourself when you say:

At f1 the film 'sees' an illuminated solid angle of 53 degrees that is the same brightness as the subject

If a camera, with the lens set to F/1, has the same brightness at the film plane as at the subject, then the opposite must also be true. If you set your light meter to f/1, and metered the baseboard image thrown by the enlarger (using a grey card for a reflective meter), then the time given by the meter should be correct. You just measured the brightness of the subject, and at f/1, according to you, the film "sees" the same brightness as the subject. Am I wrong?
 

Nicholas Lindan

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By the time you get all of this calculated so that it is accurate I will have been able to make at least a dozen enlarged negatives via the good old tried and true test strip method ...

Ditto.

Not just the time for calculation -- but the time spent arguing the matter would seem even longer.
 
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holmburgers

holmburgers

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Ok, like BetterSense says in response to Nicholas, how does that not equal a 1:1 ratio of light intensity? The subject and the the film plane are illuminated to an equal degree... 1:1. Therefore, metering in this way will get you in the ballpark. Metering different areas of the image will give you a range of exposures, and you can make an intelligent exposure based on the film's latitude. Furthermore, it can aid in development/contrast decisions. An enlarging meter would make this all the more easy.

If you feel you are right, be my guest.
What does that even mean?


My thinking is this... when I take a picture of something, I don't make test strips in my camera. I use a light-measuring-device and apply that reading to what I know about my light-sensitive-medium. In this way, I don't have to rely on trial & error, which invariably equals waste.

I'd rather discuss the logistics of how to attain a reliable metering scheme than to be told to make 'just make test strips'.

If you can afford to cut 8x10" panchromatic b&w film into strips, be my guest, but I'm interested in making direct separation negatives from slides, as one example.
 
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