Once you have the image projected the right size for the 20 x 16 sheet, you can do test exposures with small pieces of paper rather than using a whole sheet.
Steve.
Most enlargers out there can do a 16x20 on the baseboard. What enalrger are you using?
Seems like a lot less paper than I use getting to a final print!
The best tool in your darkroom is the trash can!
Isn't this the same as the sticky thread "Factor for enlarger head height adjustment" at the top of this forum?
Richard
Finally, I would suggest avoiding exposures as short as 3 seconds. They are hard to repeat, and give no reasonable opportunity for dodging and burning.
And I for one would hate to have you lose interest in what you are doing because of anything that is more difficult/awkward/inconvenient/less flexible to work with than it need be.
Not sure about the best, certainly the most used!
Steve.
there is more to iy than that. you also need to account for the belloes exrtension of the enlarging lensOnly 3 5x7 sheets, and 3 8x10 sheets to get one 8x10 right? Seems like a lot less paper than I use getting to a final print! After test strips, it's usually 4 or 5 sheets just to get close, then starts the fine adjustments.
That said, since you have the dodging and burning and contrast already "in the ballpark," you should not have to make too many 16y20s to get where you want.
However you need to use your enlarger to get a 16x20, the head will be farther from the baseboard and the enlarging exposure appropriately more (inverse square law ... can't break it!)
The inverse square rule applies to enlargement the same way it does to studio lighting - double the distance
I don't think you can make a 16x20 with the Printmaker 35, baseboard or otherwise. The bellows won't compress enough. You're better off trying with the Omega. As a general rule, in addition to increasing the exposure time as you go bigger, you'll have to increase the contrast filtration - if it printed well at grade 3 as an 8x10, you'll probably need to use grade 4 (or even higher - maybe a 4 1/2) filtration to get a good 16x20 out of it. If you start printing at variable sizes, I would highly recommend getting something like an Ilford EM-10 enlarging meter. They're quite simple to use - you first get your enlarger set up, and make a good print from a known negative. With the lens aperture and negative-to-paper distance set, put the EM-10's sensor under a (preferably) middle-gray area of the negative on the baseboard. Turn the calibration dial until only the center green light is lit. Note the number so if you have to re-set it later you can. Then you are all set to print the same negative at a different size and/or a different negative at the same size. With the same negative, just re-position the enlarger head at the appropriate height, re-focus, and make sure the probe is in the same area of the negative that you measured. Turn the lens aperture until the single green light is illuminated on the EM-10. With a new negative, put the EM-10's probe in an image area that should have the same tonal value as the area you metered on the original negative. Then adjust the enlarger lens aperture until you have only a single green light. In both cases you don't have to adjust exposure time - just the lens aperture. It's somewhat primitive because it may be better to adjust time than aperture, especially if you are dealing with a very dense negative, and you don't want to print at wide-open. Of course you can calculate the aperture/time changes yourself after you set the exposure based on the meter.
I am asking because It took me 3 5x7 sheets, and 3 8x10 sheets to get this one 8x10 right. I want to try and have an idea of how the distance may change my exposure time, before I start wasting 16x20 sheets...
Double the distance loses two stops as the light is now illuminating four times the original area.
The clue is in the title: Inverse Square Rule!
Steve.
Yes, inded -- until you refocus.
Double the distance loses two stops as the light is now illuminating four times the original area.
The clue is in the title: Inverse Square Rule!
Steve.
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