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| Home > II. New Imaging Methodologies and Sensors > Multiview Panoramic Camera |
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Department of Computer Science |
Beckman Fellow |
Department of Electrical and Computer Engineering |
Beckman Institute for Advanced Science and Technology
University of Illinois at Urbana-Champaign
Mirror Pyramid Cameras |
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A mirror pyramid consists of a set of flat mirror faces arranged around an axis of symmetry, inclined to form a pyramid. By strategically positioning a number of conventional cameras around a mirror pyramid, the viewpoints for the individual cameras’ mirror images can be colocated at a single point within the pyramid, effectively forming a virtual camera with a wide field of view. Mirror pyramid-based panoramic cameras have a number of attractive properties, including
Currently existing designs realize a single viewpoint within each mirror pyramid. In order to capture panoramas from multiple viewpoints with these designs, the entire physical setup would need to be relocated or duplicated. The former solution lacks the capability of video rate imaging, and the latter leads to bulky designs due to the multiple mirror pyramids. In our paper we proposed a method for generalizing existing designs such that multiple viewpoints can be created in a single mirror pyramid. This enables simultaneous multiview panoramic video rate imaging with a compact design.
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| (a) | (b) | (c) |
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Figure 1. Variation in the physical camera position with viewpoint position.
(a) Viewpoint is centered in four-sided pyramid, shown with the corresponding
eight camera positions. (b) Translated viewpoints marked A, B, and C
are shown with correspondingly marked physical camera positions. (c) Same
as (b), but with a mirror pyramid with a large number of faces to show how
the shape changes as the viewpoint translates.
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Results |
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Figure 3. Experimental results. (a) Images captured by the four conventional cameras, after correcting for radial distortion. (b) The mosaiced views. |
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Kar-Han Tan, Hong Hua, and Narendra Ahuja. Multiview Mirror Pyramid
Cameras. |
Contact Information
Beckman Institute |
AcknowledgementsWe would like to thank Chunyu Gao and John M. Hart for their help and many helpful suggestions. |
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