How do I calculate exposure settings for ultra-long exposures on a Nikon D750?
Asked 4/25/2018
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I want to make very long exposure images similar to Michael Kenna’s style using a Nikon D750. How should I work out a reasonable shutter speed, aperture, ISO, and ND filter combination for this kind of shot? For example, if I aimed for a 2-hour exposure in daylight, would f/22 be appropriate, or is that too small an aperture?
Originally by Photography Stack Exchange contributor. Source · Licensed CC BY-SA 4.0
Photography Stack Exchange contributor
8y ago
2 Answers
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Let's assume this photo was taken in bright daylight.
To properly expose in daylight at ISO 100 we would use something like f/16 and 1/125 second. To expose for 2 hours is 7,200 seconds! That's between 19 and 20 stops difference from 1/125. By using f/32 we would make up two of those stops, so we would still need about 17-18 stops of neutral density. We'd also be dealing with the issue of image softening diffraction at f/32.
That's assuming you are shooting digital and don't need to worry about reciprocity failure a/k/a the Schwarzschild effect. Exactly how much compensation must be made when using film will depend on the characteristics of the specific film one uses. Manufacturers usually publish long exposure data for their films, but that data does not usually extend to such long exposure times as several hours. Manufacturers data charts also assume a relatively bright scene, not midnight on a cloudy, moonless night.
Remember, film, unlike a digital sensor, is "always on" until it is developed. But when proper temperature is maintained, it can sit for months or even years in total darkness before its ability to properly record a short burst of bright light as intended is compromised. Ultimately it is the total amount of light absorbed by a film that leads to reciprocity failure, not the total time the camera's shutter is open. If the camera is in a light proof box or room, the shutter can be open indefinitely without affecting the film's sensitivity to a specific amount of light when it is ultimately exposed to light.
Trial and error and experience play a large part in such work.
I'm guessing this photo was actually taken under moonlight that is exposed so bright that it appears to be during the day. The brightness of the moon varies greatly depending on the angle in the sky and atmospheric conditions. Light meters, particularly those built into cameras, aren't very good at measuring such dimly lit landscapes accurately.
One advantage of using film to create such images is the reciprocity failure allows longer exposures with less total neutral density needed. Another is that films much slower than the base ISO of most digital cameras are available. Due to the heat buildup in a digital sensor over a period of two hours, it would be very difficult to create such clean images using digital cameras.
Looking up some information on Kenna seems to confirm this.
From Michael Kenna's bio at photographyoffice.com:
He is drawn to certain times of day and night, preferring to photograph in the mist, rain and snow clear blue sky and sunshine do not inspire him. He only photographs his work in black and white, as he believes that,
"Black and white is immediately more mysterious because we see in colour all the time. It is quieter than colour." - Michael Kenna
Later in the same bio:
"There are many characteristics associated with night photography that make it fascinating. We are used to working with a single light source, the sun, so multiple lights that come from an assortment of directions can be quite surreal, and theatrical. Drama is usually increased with the resulting deep shadows from artificial lights. These shadows can invite us to imagine what is hidden. I particularly like what happens with long exposures, for example, moving clouds produce unique areas of interesting density in the sky, stars and planes produce white lines, rough water transforms into ice or mist, etc. Film can accumulate light and record events that our eyes are incapable of seeing. The aspect of unpredictability inherent with night exposures can also be a good antidote for previsualization. I find it helps with jet lag too! Indeed my first night photograph, made in 1977 of a set of swings in upstate New York, was a direct consequence of not being able to sleep. At the time I used the "empirical method" of exposure measurement, (i.e. trial and error), with much bracketing. The results were very interesting and since then I've worked on my technique a little."
He does not, however, seem to speak very openly about the specifics of that shooting technique. He seems to be a bit more forthcoming regarding his approach in the darkroom.
In the video linked from the above bio, he appears to be using a medium format film camera in the scenes that show him with his camera and tripod moving through the night.
In this video, we see him shooting more during the day, but under dim winter skies. At 15:10 we see that he has a red/orange filter in front of the lens for that particular shoot. At 21:46 he discusses the importance of working in the darkroom to "sculpt" the image into what he wants.
Based in all that I read in preparing this answer, as well as on the actual image, I'd be surprised if this one was exposed for more than 15-30 minutes at the most.
Originally by user15871. Source · Licensed CC BY-SA 4.0
user15871
8y ago
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There isn’t one fixed shutter speed or aperture for this look. You should first meter the scene normally, then calculate how many stops you need to extend the exposure.
Example: in bright daylight at ISO 100, a typical exposure might be about 1/125 s at f/16. Extending that to 2 hours (7,200 s) is roughly 19–20 stops more exposure time. Stopping down from f/16 to f/22 only reduces light by about 1 stop; even f/32 is only 2 stops and will likely soften the image from diffraction. So aperture alone won’t get you there.
For a 2-hour daylight exposure on a digital camera, you would typically keep ISO low, use an aperture near the lens’s sharp range rather than extreme small apertures, and add very strong neutral density filtration—on the order of about 17–18 stops if starting from 1/125 s at f/16.
Also, the amount of cloud blur depends on how fast the clouds move and the direction they move relative to your view, so experiment rather than choosing 2 hours arbitrarily.
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