notes-on-optical-printer-te.../NOTES_ON_OPTICAL_PRINTER_TE...

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title: NOTES ON OPTICAL PRINTER TECHNIQUE
author: Dennis Couzin
date: "March 1983"
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::: {.indexTable}
| | | | |
|-----|-----|-----|-----|
| Magnification | 1 | Fades in Original | 14 |
| Blowup & Reduction | 2 | Chart C: Neutral Density | |
| Blowup Sharpness | 2 | and Equivalent Shutter | |
| Printer Lenses | 3 | Angle | 15 |
| Optical Zoom | 3 | Image Superposition | 16 |
| Lens Aperture | 3 | Gamma & Bipack | 16 |
| Focusing | 4 | Incidentally | 16 |
| Focusing Aperture | 4 | Exposure Compensation | 18 |
| Focusing Precision | 4 | Special Originals | 18 |
| Focusing Target | 4 | Texturing | 18 |
| Depth of Field | 4 | Multi-Exposure | 19 |
| Bolex Prism | 4 | Multi-Pack | 19 |
| Bolex Groundglass | 4 | Natural Superposition | 19 |
| Defocus | 4 | Flashing | 19 |
| X-Y Adjustment | 4 | Contrast Adjustment | 19 |
| Exact 1:1 | 5 | Color Image Superposition | 20 |
| Aimframe | 5 | Weighted Double Exposures | 20 |
| Framelines | 6 | Dissolves | 21 |
| Emulsion Position | 7 | Effects Dissolves | 21 |
| Time | 8 | Fades from Negative | 21 |
| Fancy Freeze | 8 | Color Exposure | 22 |
| Fancy Slow | 8 | Testing | 22 |
| Diffusers | 8 | CC Pack Reduction | 25 |
| UV Filter | 9 | High Contrast Prints | 25 |
| IR Filter | 9 | Hicon Exposure | 26 |
| Green Filter | 3 | Contrast Building Steps | 26 |
| Filter Location | 9 | Hicon Speckle | 26 |
| Exposure | 9 | Tone Isolation | 27 |
| Exposure Adjusters | 9 | Logic of Mask Combination | 27 |
| Specifying Exposure | 11 | Image Spread and Bloom | 27 |
| Film Speed | 11 | Mask and Countermask | 28 |
| Right Exposure | 11 | Reversal/Negative Fitting | 28 |
| Generations | 12 | Feathered Masks | 29 |
| Bellows Formula | 13 | Image Marriage | 29 |
| Fades | 13 | Mask Blackness | 30 |
| Log Fade | 14 | Hicons from Color Originals| 30 |
| Bolex Variable Shutter | 14 | Hicon Processing | 30 |
| Linear Fade | 14 | Optical Printed Release Prints | 31 |
| Other Fades | 14 | Ritual and Art | 31 |
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\begin{center}
\textbf{NOTES ON OPTICAL PRINTER TECHNIQUE}
DENNIS COUZIN
March 1983
\end{center}
An optical printer is a device for photographing the frames of one film so as to make another film.
**![Graphic depicting labelled components camera, bellows, lens, gate and lamp](#)**
It consists essentially of a camera (C) connected by a bellows (B) to a lens (L) aimed at a film in a gate (G) illuminated from behind by a lamp (I).
The camera and gate each have motorized intermittent film movements so that any frame of the "original" film can be conveniently photographed onto any frame of the "print" film.
The camera can be an ordinary cine camera, less its lens, and the gate can be an ordinary cine projector, less its lens.
Ideally they have identical systems of film registration, as if one were the lens' image of the other.
The lens can be any bellows mountable lens.
Ideally it is specially corrected for the small and nearly equal sizes of this object and image.
The camera and the lens can slide independently to and fro the film gate.
This adjusted the magnification and the focus of the photography.
## Magnification
If the lens is (nominally) midway between the films when one is focused on the other, then the magnification is 1.
At `M = 1` (also called 1:1) the whole of the original frame is photographed at a size which fills the whole of the print frame.
**!["M = 1" Graphic depicting two frames with a lens at their midpoint with a lightbulb illuminating from the right](#)**
If the lens is moved closer to the gate, then the camera must be moved back, farther from the gate, to keep the one film focused on the other.
Then the magnification is greater than 1.
At `M > 1` a part of the original frame is photographed at a size which fills the whole of the print frame.
**!["M = 3" Graphic depicting two frames with a lens closer to the right projection source image with the lamp demonstrating an enlargement](#)**
If, starting from the 1:1 setup, the lens is moved farther from the gate, then the camera must also be moved back, farther from the gate, to keep the one film focused on the other.
Then the magnification is loser than 1.
At `M < 1` the whole of the original frame is photographed at a size which does not fill the whole of the print frame.
The remainder of the print frame is filled with a photograph of the gate as it surrounds the original frame (ideally perfectly black).
**!["M = 1/3" Graphic depicting two frames with a lens closer to the left camera image demonstrating a reduction](#)**
For each position of the lens there is exactly one correct (focused) position for the camera.
But for each position of the camera (except the 1:1 position) there are two correct positions for the lens. One gives `M > 1`, the other `M < 1`.
## BLOWUP & REDUCTION
The printer gate may hold 8mm film and the printer camera 16mm, or vice versa.
With a `M = 2` setup an 8mm original frame is photographed onto a whole 16mm frame.
With an `M = 1/2` setup a whole 16mm original frame is photographed onto an 8mm frame.
Conversion between any two film gauges is possible this way, provided the frames have the sane proportions, as 8mm, super 8mm, 16mm, and some 35mm do.
## BLOWUP SHARPNESS
A 16mm picture of a flea can be just as sharp as a 16mm picture of an elephant.
But a 16mm picture of an 8mm picture cannot be expected to be as sharp
as a 16mm picture of a 16mm picture.
Pictures differ from things in having very limited detail.
The 16mm blowup, even if it preserves all the pictorial detail of the 8mm original, spreads it out, so the blowup is less sharp absolutely than the original.
Under extreme magnification--a microscope objective could be the printer lens--pictorial detail is diffuse and the underlying natural thing, the emulsion, is all that could be photographed sharply.
But the grains are too small to be sharply imaged with light.
Here even the natural thing has been photographically exhausted.
An 8mm original blown up to 16mm and projected will appear sharper than the same 8mm original optically printed onto 8mm and projected.
If the blowup optics are good this is even true when the 1:1 printing is by contact.
Likewise for 16mm to 35mm.
(This is all due to the print film being in effect twice as sharp and half as grainy in a bigger frame.)
## PRINTER LENSES
A lens well-corrected for `M = 1` is less well-corrected for `M = 2` (or `M = 1/2`).
A lens well-corrected for `M = 2` is
less well-corrected for ` M = 4` (or `M = 1/2`).
Etc.
(Floating elements improve this.)
A lens well-corrected for `M = 1` for a larger format is lees than ideal for `M = 1` for a smaller format.
With such specialization (and expense) in optical printer optics what is the hope for the $50 50mm enlarger lens, optimized for `M = .1` and much too large a format?
Not bad, provided the sharpest aperture is found and heeded and focusing technique is good.
Also, for `M != 1` an asymmetrical lens should be mounted the right way, which is usually with its smaller glass facing the smaller image.
A very sharp cheap printer lens is the Canon Macrophoto 35mm f/2.8.
## OPTICAL ZOOM
Optical printers do not use zoom lenses, although they could.
An optical printer zoom is made by moving the camera and lens each frame, so as to vary magnification while holding focus.
It is a dolly shot!
A dolly shot is equivalent to a zoom for a flat subject.
Geometrically this zoom can be identical to a zoom had it been made in the original photography.
It can also be deviant, by tracking not to the center of the frame.
Pictorially the zoom gets grainy, showing that it was not made in the original photography.
Rather than focus at each frame, camera and lens positions can be precharted for, say, every 10th frame, and the other positions interpolated or computed.
On the J-K, counting the turns of the lead screw is a means of repeatable
positioning.
A follow-focus mechanism is a boon to optical zooms.
The rate and course of zooming is a factor of style, as it is in original cinematography.
## LENS APERTURE
For picture taking the printer lens should be at whichever aperture gives the sharpest pictures.
This is found in tests.
If a lens must be stopped down past f/8 to reach optimum it is a terrible printer lens.
## FOCUSING
Printer focusing procedure is different at different magnification.
At 1:1 the camera, not the lens, is moved for focusing.
Only at magnifications greater than about 1.4 is it better to move the lens for focusing.
Near the 1:1 setup lens motion has no focusing effect.
With the camera fixed in its 1:1 position lens motion: adjusts magnification between about M=.96 and M=1.04 (at f/5.6).
## FOCUSING APERTURE
With all but the best optical printer lenses either (1) focus at the taking aperture or (2) focus at a larger aperture and then shift focus by a pre-established distance before taking.
This "fudge-factor" is found in film tests.
## FOCUSING PRECISION
Especially when focusing stopped down, focus many times (perhaps 20) and set an average position.
## FOCUSING TARGET
Use whatever target is found easiest to focus on.
One caution: the fudge-factor is target dependent.
Very fine resolution targets may require different fudge factors than coarser targets do.
## DEPTH OF FIELD
At indicated f/5.6 there is already more than enough depth of field for a bipack, at 1:1.
Also it is unnecessary to refocus when adding the second film.
Likewise when a single film is reversed emulsion to base.
At larger apertures and at larger magnifications depth of field is less.
## BOLEX PRISM
It isn't a worry.
There isn't a distinction between RX lenses and non-RX lenses for most any lens which will be used on a bellows for optical printing.
## BOLEX GROUNDGLASS
Only for the best optical printer lenses, which will be used at apertures larger than f/4, does the Bolex groundglass need to be reset from its everyday position.
## DEFOCUS
To throw an image out of focus without changing its size, if printing at 1:1, move the camera a distance and the lens 1/2 this distance, in the same direction.
## X-Y ADJUSTMENT
Besides its to and fro movement the lens has lateral movements.
These adjust the position of the original frame's image on the print frame.
For example, if the lens is raised a bit...
**![Graphic depicting a lens' central position between two frames demonstrating a rise adjusting framing](#)**
At 1:1 moving the lens up a distance d raises the viewed field by twice d.
Likewise for down, right, and left.
At `M > 1` lateral adjustment effects a scan of the original frame.
This is not geometrically equivalent to a pan, bad it been made in the original photography.
On simple optical printers the only lateral adjustment is of the lens (rather than the heavier camera or gate).
This is geometrically adequate.
But the J-K adjustments are even too flimsy for a lens.
It helps, after they are set, to gently tap the lens, so it finds a stable position, and then to readjust if necessary, etc., etc.