The present disclosure relates to a system and method for viewing three-dimensional images.
An anaglyph is a moving or still picture consisting of two slightly different perspectives of the same subject in contrasting colors that are superimposed on each other, producing a three-dimensional (3D) effect when viewed through two correspondingly colored filters.
There are currently three incompatible techniques for presenting 3D imagery. In order for a person to view linearly polarized images, they must wear linearly polarized glasses. Similarly, to view circularly polarized images, a person must use circularly polarized glasses, and two-color anaglyph images must be viewed with two-color anaglyph glasses.
Generally, linearly polarized glasses cannot resolve anything but linearly polarized images, circularly polarized glasses only work with circularly polarized images, and two-color anaglyph glasses only work with anaglyph images.
For a more complete understanding of the present disclosure, reference is now made to the following figures, wherein like reference numbers refer to similar items throughout the figures.
The exemplification set out herein illustrates selected embodiments in one form, and such exemplification is not intended to be construed as limiting in any manner.
The present disclosure provides for techniques that allow both linearly and circularly polarized glasses to resolve two-color anaglyph images. The disclosure also allows linearly polarized glasses to resolve circularly polarized images and vice versa. The disclosure should also allow for modified two-color anaglyph glasses to resolve standard linearly and circularly polarized images.
The practice of the disclosure may provide the following advantages:
3. Allow the use of at least two currently incompatible media, in the same venue, using the same pair of guest observer eyeglasses.
In a basic system, two steps are generally performed. In the first step an anaglyph image is turned into a polarized anaglyph image. In the second step, birefringent color is generated that matches the color of the inks or other coloring means used to form the anaglyph image. The generated birefringent color may then “color” the lens so that the polarized lenses are able to work like red/blue anaglyph lenses. The glasses can then resolve a standard red/blue anaglyph image into a 3D image.
One of the most popular rides currently in existence is Universal Studio's “Spiderman” ride in Florida. In this ride guests wear passive linearly polarized glasses and view very large format linearly polarized 3D movies. In this kind of ride, the guest travels through a two-dimensional (2D) space composed of cartoon-colored flat billboards and cityscape images that link the 3D movie locations. The ride vehicle actually spends a considerable time moving through these empty 2D spaces.
The practice of the disclosure would therefore allow a designer to fill the drab 2D space between movie locations with cartoon-colored 3D anaglyph images. This would make every moment of the ride a 3D moment rather than a change from 2D to 3D spaces as one moves through the ride.
Another embodiment could allow the viewing of anaglyph 3D movies using either circularly or linearly polarized glasses. This would allow the showing of different 3D format movies at the same venue without changing the glasses worn by the guest observers.
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System 100 works because the red lens causes the red image to appear brighter while the blue lens causes the red image to appear darker. The obverse is also true in which the blue lens causes the blue image to appear brighter while the red lens causes the blue image to appear darker. This ensures that the images are sufficiently isolated from each other and that “cross talk” is sufficiently minimized. This property is referred to as “image separation”. Typically, the pattern is (e.g., with red/blue glasses) that the color red is used in the left lens, the left image of the red/blue image is red, and the right image of the red/blue image is blue.
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Now discussing polarized birefringent color in more detail, an optical polarizer is a material that only allows light rays exhibiting specific vibration directions to pass through the material. Natural, non-polarized, light is composed of a number of light rays each exhibiting a random vibration direction. Optical polarizers allow specific vibration directions to pass through the media while blocking other vibration directions.
In a two-polarizer system, light rays from the first polarizer are either blocked or passed through the second polarizer. In the situation where the second polarizer has the same preferred orientation as the first polarizer, the light is passed through both polarizers. In the situation where the second polarizer has an orientation at 90 degrees to the orientation of the first polarizer, the light is blocked from moving through both polarizers.
In a birefringent color approach, however, an optically active material is inserted between the two polarizers. The following is a basic discussion regarding what happens to a representative light ray.
Natural, broad-band, non-polarized light rays from a light source impinge on a polarizer. These light rays, in passing through the first polarizer, become plane polarized in the privileged direction of the first polarizer.
This plane polarized light then impinges on a birefringent material, for example, directly at its surface. Birefringent materials are transparent substances that have structures that are chemically and/or physically asymmetric. This asymmetry manifests itself as multiple indices of refraction in the substance.
As the plane polarized light passes into the birefringent material, it resolves into two mutually perpendicular, non-interfering light rays. These two mutually perpendicular, non-interfering light rays take different paths through the birefringent material. One of the light rays (called the 0-ray) takes a path through the material where the direction of propagation of the light ray is perpendicular to the wave front normal of the wave. The other light ray (called the e-ray) moves along a direction which is not perpendicular to the wave front normal. Due to this phenomena, the two plane polarized light rays can take paths that are different lengths.
The fact that the two plane polarized light rays experience different indices of refraction and different travel paths leads to a process called retardation. In retardation, the phase relationship between the two incident light rays is changed. Since the velocity of light in a medium is a function of the index of refraction of the medium, it follows that the velocities of the two non-interfering light rays will be different in the substance if they experience different indices of refraction. Since the light rays take different paths through the material it follows that the path lengths can be different. Given both a velocity and a path length difference, it follows that the phase of one of the light rays can be changed in respect to the other light ray. In short, if two light rays start out in phase at the first surface of the birefringent material, the phase of one of the light rays can be changed in respect to the phase of the other light ray, by the time both light rays travel through the material.
At the second surface of the birefringent material the two light rays interfere with one another and resolve back into a single polarized light ray. If a phase difference in the light rays has occurred, that phase difference manifests itself as a color. As discussed in more detail below (see
Most naturally-occurring birefringent materials have either two or three indices of refraction. A slice taken out of one of these materials will have two indices of refraction. Naturally-occurring birefringent materials are typically crystalline and are very small in cross-section. This makes them unsuitable in this application. Some materials, such as, for example, polycarbonate manufactured by Autoglass, also exhibit birefringence. Many of these manufactured materials suffer from a lack of quality control and are of non-uniform thickness and non-uniform birefringence across the useful area. Scientific retarders are manufactured such that they are relatively large, of substantially uniform thickness, and have a substantially uniform birefringence across a useful area of the retarder.
In the case of this disclosure, there are two frequencies or colors of import. The first are the colors manifested with one or more retarders and a second polarizer, for example, 90 degrees to the plane of polarization of the first polarizer. The second are colors manifested with one or more retarders and a second polarizer, for example, parallel to the plane of polarization of the first polarizer. It turns out that a birefringent color manifested by the system at 90 degrees to the vibration direction of the first polarizer is an approximate complement to the color manifested by the system with a second polarizer parallel to the first polarizer. In this context, approximate complementary colors can be taken to mean that the colors are sufficiently independent from each other to provide the separation needed for a two-color anaglyph 3D process (i.e., sufficient separation so that an observer is able to perceive a 3D image). In short,. the images can be “separated” from each other. It should also be noted that the use of the phrase “approximately complementary” in this application includes, but is not limited to, the case of exact color complements. However, such exact complements are not expected to be achieved in actual practice.
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Line 404 represents the frequency transmission of parallel polarizers with a set of 530 nm, 530 nm, and 140 nm retarders in place between the two polarizers. The best transmission for the parallel polarizers is approximately 730 nm, in the red/orange range. The worst transmission for the parallel polarizers is at approximately 490 nm, in the blue/green range. The parallel polarizers with retarders in place therefore pass red light and block blue light.
It should be noted, for example, that it is desirable that a local maxima of brightness for line 404 (at approximately 730 nm) substantially coincides with a local maxima of darkness (i.e., light blocking) for line 402 (at approximately 700 nm). High ratios of bright and dark transmission percentages between lines 402 and 404 are typically preferred for use. Also, a local maxima of brightness for line 402 (at approximately 520 nm) coincides with a local maxima of darkness (i.e. light blocking) of line 404 (at approximately 490 nm). The colors (i.e., frequencies) in
The above combination essentially provides approximately complementary colors, and it allows the fabrication of approximately complimentary colors using a pair of either linearly polarized glasses or circularly polarized glasses with the appropriate retarders. Assuming that these colors can be manufactured at the lens location on a pair of polarized glasses, the glasses can then be used to view an anaglyph image. The guest should then see a 3D image.
As the retardation value is changed, the relative positions and curves of the lines 402 and 404 typically will change. However, there should still be color combinations at substantially coinciding local maximas of brightness and darkness for which separation can be achieved. The colors at which separation occurs generally can be related to a standard Michel-Levy chart, which is typically only applicable to the use of crossed, and not parallel, polarizers. A chart providing similar information could also possibly be generated for the case of parallel polarizers. The use of a Michel-Levy chart is not required to practice the present disclosure.
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Now discussing some operational aspects of the disclosure, the system is light dependent. In general, crossed polarizers extinguish the light traveling through them, while parallel polarizers typically reduce the light by at least 50%. Dark images are not readily viewable with this technique. The system works well with an anaglyph image generated on a monitor. The image in this case is illuminated and can be readily seen even with the polarizers in place.
The system matches the color of the lens to the color of the ink or other coloring means used to make the image. It is desirable to determine the birefringent colors that may be useful and then to find inks or other coloring means that match those colors.
A workable system has been tested with transparencies and an illuminated light board (for example, a think slide table). However, it is desirable to avoid an unmatched ink/lens color, which may lead to a separation problem. Also, prior tests of the present system using hard scape systems have required back lit pieces. However, this may not be necessary in the use of other embodiments of the system.
The foregoing description of specific embodiments reveals the general nature of the disclosure sufficiently that others can, by applying current knowledge, readily modify and/or adapt it for various applications without departing from the generic concept. For example, in other variations, the amount of retardation used could be varied from that described above and also other light/color combinations could be selected as may be appropriate for a given application. Also, although the embodiments discussed above have discussed the use of glasses having a lens for each eye, in other embodiments each of the lenses could be other types of optical components, not necessarily mounted to a typical pair of eyeglasses, through which an observer is viewing an anaglyph image with each eye. In addition, in other embodiments the anaglyph image, the polarizer over the image, the retardation, and the polarized lenses could all be assembled or formed into a single pair of glasses so that the assembled glasses alone would contain all components necessary to view a 3D image, for example, when the glasses were being worn in natural daylight by the guest. Therefore, such adaptations and modifications are within the meaning and range of equivalents of the disclosed embodiments. The phraseology or terminology employed herein is for the purpose of description and not of limitation.
This application is a non-provisional application claiming benefit under 35 U.S.C. sec. 119(e) of U.S. Provisional Application Ser. No. 60/512,151, filed Oct. 17, 2003 (titled BIREFRINGENT ANAGLYPH by Mark J. Huber), which is incorporated in full by reference herein.
Number | Date | Country | |
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60512151 | Oct 2003 | US |