Strip photography (or slit photography) is a photographic technique of capturing a 2-dimensional image as a sequence of 1-dimensional images over time, rather than a single 2-dimensional at one point in time (the full field). As one moves across (in the direction of scanning), one moves in time, rather than, or in addition to, moving in space. The image can be loosely interpreted as a collection of thin vertical or horizontal strips patched together, hence the name. This is correct if the strips are discrete, as in a digital sensor that captures one line at a time, but in film photography, the image is produced continuously, and thus the "strips" are infinitesimal – a smooth gradation.
Many photographic devices use a form of strip photography due to the use of a rolling shutter for engineering reasons, and exhibit similar effects. This is common both on cheaper cameras with an electronic shutter (more sophisticated electronic shutters are global, not rolling), as well as cameras with mechanical focal-plane shutters.
This technique can be implemented in multiple ways. In film photography, a camera with a vertical slit aperture can either have fixed film and a moving slit, or a fixed slit and moving film. In digital photography, one can use a line sensor, generally one that is moving, as in a rotating line camera, but also an image scanner (flatbed or hand).
The fundamental property of strip photography is that it is a 2-dimensional slice across space-time. In some cases this is a slice perpendicular to the frame, in 1 spacial dimension (the slit) and 1 temporal dimension (the exposure time), if the slit is stationary (as in a photo finish), showing one strip over time (e.g., the finish line), where the scanning direction (e.g., horizontal) represents time, not space. In other cases this is a slice diagonal (in space-time) to the frame, with 1 spacial dimension (the slit) and 1 spacial-temporal dimension (the exposure time and moving slit) if the slit moves, as in a panoramic camera, which shows a single frame, but different strips are at different times, in which case the scanning direction represents both space and time. Thus, even though the image is view as a 2-dimensional spacial image, it does not depict a single instant.
Strip photography has a number of distinctive characteristics, particularly fixed slit. These include:
Moving objects are distorted based on the relative speed of their motion and the image capture. For objects moving in a fixed direction at a constant or almost constant rate, as is the case of racing photographs, notably photo finishes, this yields an approximately constant rate of distortion, so the image is stretched or compressed. If the speeds are in (approximate) sync, which can be done for racing, the image can look almost undistorted.
In strip photography, distance is interchanged (or mixed) with time, so width in the scanning direction (say, horizontal) is proportional to time, and thus inversely proportional to speed. Slower-moving objects occupy more time, and thus appear wider, while faster-moving objects are narrower, as they occupy the slit for a shorter period of time. In extreme cases a very rapidly moving object can be captured for only a single strip or even none at all (if discrete capture, as in a digital camera), while a stationary object (notably background) will appear as a horizontal line (a stripe). These differences are particularly notable in cases of movement at differing constant speeds, such as parallax from a train window or differing speeds of traffic (esp. if in differing directions diagonal to the camera) or people walking. Further, in the case of motion towards or away from the camera, size changes, creating additional distortion.
In the case of diagonal motion in the direction of capture and towards or away from the camera, object flare (expand vertically and compressing horizontally) as they approach and tapering (compress vertically and stretch out horizontally) as they recede; this is because (by perspective) objects appear larger the closer they are (approximately as the inverse of distance), with increase in horizontal size yielding faster movement (parallax) and thus decreased size in the strip photograph. These effects are inverse in magnitude (as horizontal shrinks vertical grows, so area does not change), so objects effectively undergo a squeeze mapping, properly an inhomogeneous squeeze (magnitude of squeeze varies with distance to the camera), hence the flared shapes.
In other cases, however, particularly movement not in the direction of capture, very unusual distortions result, resembling smears. These may be compared with surrealism, such as the work of Pablo Picasso or Salvador Dalí. In cases when the exposure time (for a given location on the sensor) is slow relative to movement, this distortion combines with motion blur, yielding soft blurs.
In the case of runners, the torso will be moving at an approximately constant rate, but the extremities will be moving rapidly in other directions, yielding distorted extremities. Particularly notable are relay runners, due to the combination of regular racing and the irregular transfer.
- Stripped background
For fixed slit photography, non-moving objects, particularly in the background, are rendered as a constant stripe, yielding a striped background. This is the extreme case of width being inversely proportional to speed.
More subtly, for fixed slit photography, as all capture is in a constant direction, there is no perspective in the image. This is conspicuous in long strips of races, where all the racers are viewed directly from the side, rather than from an angle depending on their position. This effect is the same as (rather, the extreme case of) the perspective distortion in a photo taken from very far away, in which case perspective flattens ("compression distortion").
- Changing scene
Because the photograph is not at a single instant, the scene can change during the exposure, including such features as duplication of a single object. Notably, extreme ends may be quite separated in time. For example: in a rollout photograph of a head that makes more than one revolution, the subject’s expression may change each time; in a race photo, a racer may go behind the camera (or around the track a second time) and pass the finish line repeatedly, or reverse direction and cross the finish line in the opposite direction; in a panoramic photo, a subject (e.g., a person) may be captured at one side, go behind the camera, and then re-enter the frame and be captured at the other side. This can also be used to tell a temporally authentic story, as in a comic strip – events at one end, and consequences or reactions at the other, later in time and space.
Vertical strips – so time is horizontal – is most common, and accords with horizontal scanning, as in reading, though horizontal strips – so time is vertical – are also found. In addition to horizontal and vertical strips, other forms are possible, such as radial strips. Aspect ratio varies, with some photos being similar to ordinary photos ("tableau" format), emphasizing a single image, while others are long ("strip" format), emphasizing the passage of time, as in a (single panel) comic strip or traditional scroll paintings.
Other applications include:
- Peripheral photography, notably rollout photography
- Photo finish (photo finish: strip photography)
- Slit-scan photography
- Strip aerial photography
- Synchroballistic photography (in ballistics)
|"Grand Prix de Circuit de la Seine" (June 26th, 1912)|
|"The Spirit and Frenzy of Olympic Efforts"|
Sports are a common use of strip photography, both for photo finishes and artistic purposes. It is particularly common for racing, where movement is largely regular and predictable, but by no means limited to it. Due to the movement in sports, which is a combination of movement at a regular rate and at a changing rate, various forms of distortion are possible. An early accidental example of distortion is "Grand Prix de Circuit de la Seine" (June 26th, 1912) by Jacques Henri Lartigue, where the skew caused by the vertically traveling slit makes the race car appear to lean forwards, creating a sense of speed.
Strip photography was notably used by George Silk at the US tryouts for the 1960 Summer Olympics, Further photography at Life and Sports Illustrated that used strip photography included John G. Zimmerman, who borrowed Silk's camera to photography Pete Rose and later photographed basketball players Nate Archibald and Dr. J using a slit-scan camera for Sports Illustrated, and Neil Leifer, who used it frequently in the 1970s for athletes including Gaylord Perry and Billy Kidd, and for sports such as IndyCar racing. More recently, Bill Frakes (assisted by David Callow) captured Marion Jones winning the 100m event at the 2000 Summer Olympics using a strip camera.
Strip photography can be used for artistic effect, which has been done on a regular basis since the 1960s. In addition to sports, early examples include work by Silk and other Life, (later Time–Life) photographers for various subjects, such as the cover of the Halloween issue of Life 1960. William Larson pioneered modern artistic uses of strip photography from the late 1960s. Michael Golembewski has been a noted practitioner of scanography.
More recently, Ansen Seale and Jay Mark Johnson have used slit cameras for artistic effect, while Maarten Vanvolsem has produced art and written academic articles and a book on strip photography. A common subject is dance, which Vanvolsem argues is well-suited to strip photography, as it captures the motion over time.
In cinematography, strip photography can be used manually as a special effect, assembling a video sequence strip-by-strip, particularly in science-fiction movies of the 1960s through 1980s – see slit-scan photography.
Alternatively, a digital video can be sourced to produce either a single strip photograph or an entire video; with the advent of consumer video editing, some amateurs have created such videos, from circa 2008. For clarity assume that the strips are vertical, so they are lined up horizontally; this is commonly done in actual strip photography, due to the frequency of left-right motion in the real world. In the latter case, this corresponds to considering the video as a three-dimensional array and transposing one spacial variable with the temporal variable, transforming to Assuming x starts at 0 on the left, as usual, this corresponds to time increasing from left to right; using the opposite convention of time increasing right to left corresponds to adding a reflection, so to which can also be interpreted as rotation in the plane (followed by a translation).
The output video switches width and number of frames from the input – number of frames in the output is the width of the input, while width of the output is number of frames in the input. For a given resolution, the resulting output video has a fixed height and number of frames, and variable width (depending on the duration of the input video). The duration of the output video is determined by the width (x-resolution) of the input frame, which form the frames of the output video, and the frame rate (fps) of the output video, which need not be related to the frame rate of the input video. For example, 1920 × 1080 input images (as in 1080p) output at 24 fps yield 1920/24 = 80 seconds, while at 60 fps yields 1920/60 = 32 seconds. The width of the output video is exactly the number of frames in the input video, hence the frame rate times the duration. A single frame input video (a photo) thus yields a single line of output video, while a very long input video yields a very wide output video, though in both cases they last the same time (assuming the same output frame rate).
As with static strip photography, videos can be produced both in "tableau" format (conventional almost square aspect ratio), or in "strip" format (very wide), and in fact can have exactly the same dimensions as the input video if input frames = input x-resolution (so the array is square in the dimensions); in this case if input and output frame rate are the same, then the input and output videos will have the same duration as well.
Videos in the wide "strip" format can be arbitrarily wide, possibly too wide to fit on a given display. One way to view them is by panning the image horizontally (display only part of the image, panning the frame sideways) while looping through the video. Geometrically this corresponds to replicating the output array in the third variable, then cutting diagonally. If the frame advances 1 pixel at a time and the output resolution and frame rate are the same as the input, then the entire strip video will be seen and (with technical assumptions on start and end) the output video will be the same resolution and duration as the input. Rather than looping, which introduces a jump, the video can bounce back and forth between endpoints.
Many distortion effects can be more clearly understood in video, such as effects of speed and distance, notably parallax. Further, in addition to lengths in the output being inverse to speed in the input, speed in the output is inverse to speed in the input. In the extreme, a stationary point in one strip in the input becomes a stripe across a single frame in the output, approximating crossing the frame at infinite speed. Further, mirrors in the input function as mirrors in the output, and due to parallax (reflections are further away), reflections move faster than the images they are reflecting.
Strip photography dates to early panoramic cameras in the 19th century, from 1843. It was initially used for technical and scientific purposes, with Italian scientist Ignazio Porro developing a strip-based camera for mapping in 1853; a similar device was developed by the French inventor Charles Chevallier in the same year. Peripheral photography was pioneered by the British Museum for photographs of Greek vases in the late 19th century. The development of aviation allowed strip aerial photography to replace previous land-based, which was notably used during the Palestine campaign (1915–18). Photo finish cameras were used from 1937 onward, and strip photography was used in synchroballistic photography for ballistics research. Artistic uses have occurred since the 1960s, with the pioneering work of George Silk, and markedly increased since the 1980s, though irregularly, with practitioners often rediscovering the technique independently and being unaware of the history. The articles of Andrew Davidhazy from the 1970s have provided both a scientific background and technical guide for constructing strip cameras and engaging in strip photography.
Peripheral photography of a head, with changing expression
- "Strip Tease: An introduction to the strip camera, how Tom Dahlin made his, and how you can too.", Tom Dahlin, SportsShooter, 2008-08-18
- Radial strips are found in the work of Ansen Seale, starting from his Vortex series (description)
- "Grand Prix de Circuit de la Seine" (June 26th, 1912)
- Life, July 18, 1960
- Neil Leifer, Sports! features several such images
- "How strip-photography complicated the interpretation of the still photographic image", Maarten Vanvolsem
- "X and Time: a dimensional exchange", Series, Ansen Seale Photography
- Herman, Judith B. (Oct. 15, 2012). "A Very Unusual Camera That Emphasizes Time Over Space". Behold, Slate. Retrieved 2012-10-16.
- Also: Maarten Vanvolsem at Intellect
- Vanvolsem, Maarten (November 2008). "Motion! On how to deal with the paradox in dance photography.". Image [&] Narrative 23.
- "Temporal Video Experiment", Peter Marquardt (lastfuture), July 6th, 2011
- "Temporal Video Experiment - Making Of" Peter Marquardt (lastfuture), July 6th, 2011
- Alex Hunsley. "8/52: Video space-time transposition". Archived from the original on 21 Nov 2008.
- "Video space/time rotation", Alex Hunsley (lardus)
- Alex Hunsley. "Video space/time transposition". Archived from the original on 2012-04-08.
- Vanvolsem, M. (2005). "Hinting at an experience of time in still photography". Journal of Visual Art Practice 4: 49. doi:10.1386/jvap.4.1.49/1.
- Vanvolsem, Maarten (2011-07). The Art of Strip Photography: Making Still Images with a Moving Camera. Lieven Gevaert Series. Leuven: Leuven University Press. ISBN 978-90-5867-840-9.
- "Basics of Strip Photography", Andrew Davidhazy (Articles)