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Schematic of an omnidirectional camera with two mirrors:
1. Camera
2. Upper Mirror
3. Lower Mirror
4. "Black Spot"
5. Field of View (light blue)

In photography, an omnidirectional camera (from "omni", meaning all), also known as 360-degree camera, is a camera having a field of view that covers approximately the entire sphere or at least a full circle in the horizontal plane. Omnidirectional cameras are important in areas where large visual field coverage is needed, such as in panoramic photography and robotics.[1]


Omnidirectional Camera with two mirrors.
1. Camera
2. Lower Mirror
3. Aperture
4. Glass Housing
5. Cover and Upper Mirror (hidden)

A camera normally has a field of view that ranges from a few degrees to, at most, 180°. This means that it captures, at most, light falling onto the camera focal point through a hemisphere. In contrast, an ideal omnidirectional camera captures light from all directions falling onto the focal point, covering a full sphere. In practice, however, most omnidirectional cameras cover only almost the full sphere and many cameras which are referred to as omnidirectional cover only approximately a hemisphere, or the full 360° along the equator of the sphere but excluding the top and bottom of the sphere. In the case that they cover the full sphere, the captured light rays do not intersect exactly in a single focal point.

Various techniques can be used to generate 360-degree images.

Cameras with one lensEdit

These models are used with a fisheye lens. The lens bends the angle of the shot to take a larger radius of the selected subject. It is not possible to take a complete 360-degree picture with this technique because there is always a dead angle directly behind the lens.

Cameras with two lensesEdit

360-degree cameras with two lenses are probably the most common type, as they can accommodate a full 360-degree angle with two lenses facing each other. A camera takes pictures and videos with an angle of just over 180 degrees, e.g. 220 degrees. These are then converted into a 360-degree object using software. Problems are often caused by stitching errors. This means that an incorrect combination of the images can result in an unclean cut edge that is difficult or impossible to remove.

Cameras with more than two lensesEdit

Depending on the application, manufacturers use more than two camera lenses to produce the images. One of the first cameras was the throwing camera "Panono". It has 36 cameras, which are triggered at the same time at the highest point, if the camera was thrown into the air. The more lenses are installed in the camera, the more difficult it becomes for the software to combine the individual images. The possible stitching problems are less with a good stitching.

Camera rigsEdit

Camera rigs are mostly used for the attachment of 6 conventional Actioncams. GoPro produced one of the first camera rigs. They are available in different versions and connect several single cameras.[2] The cameras are placed in this cube and record the surroundings in all directions.

Mosaic based camerasEdit

If several "normal" cameras are combined in a network, one speaks of mosaic-based cameras. Each of these cameras records a small area of the environment. The individual images are then joined together like mosaic stones to form an omnidirectional overall image. The number of cameras to be used depends on the focal length of the lenses used. The smaller the focal length, the larger the angle of view and the fewer cameras are required.


Panoramic artEdit

A 360 shot taken by tech journalist Jefferson Graham with a selfie stick

Traditional approaches to panoramic photography mainly consists of stitching shots taken separately into a single, continuous image. The stitching of images, however, is computationally intensive (for example using the RANSAC iterative algorithm, commonly used to solve the correspondence problem), and depending upon the quality and consistency of the shots used, the resulting image might contain a number of deficiencies which impair the quality of the resulting image. In contrast, an omnidirectional camera can be used to create panoramic art in real time, without the need for post processing, and will typically give much better quality products.

In 2015 Facebook began rolling out omnidirectional videos where the user can view the video at any arbitrary camera angle around a 360-degree radius and limited tilt up-and-down angles.

Robotics and computer visionEdit

A robot in the RoboCup Midsize league (2005), equipped with an omnidirectional camera.

In robotics, omnidirectional cameras are frequently used for visual odometry and to solve simultaneous localization and mapping (SLAM) problems visually.[3][4][5][6] Due to its ability to capture a 360-degree view, better results can be obtained for optical flow and feature selection and matching.


Omnidirectional image of a corridor.

Applications of omnidirectional cameras also include surveillance, when it is important to cover as large a visual field as possible. Microsoft RoundTable was introduced in 2007 for videoconferencing, where all participants on one location can be in the same image.

See alsoEdit


  1. ^ Parry, T. (December 2016). "Extensive Guide to 360 Cameras". Tim Parry. Retrieved 2017-01-02.
  2. ^ "The GoPro 360 degree camera rig - Connect Omni Rig with 6 Actioncams". 360 Grad Kamera (in German). 2017-04-23. Retrieved 2019-02-11.
  3. ^ Scaramuzza, D.; Siegwart, R. (October 2008). "Appearance-Guided Monocular Omnidirectional Visual Odometry for Outdoor Ground Vehicles". IEEE Transactions on Robotics: 1–12. Retrieved 2008-10-20.
  4. ^ Ulrich, I.; Nourbakhsh, I. (2000). "Appearance-based place recognition for topological localization" (PDF). Proc IEEE Int Conf Rob Autom. 2: 1023–1029. Retrieved 2008-07-15.
  5. ^ Kim, J.H.; Chung, M.J. (2003). "Slam with omni-directional stereo vision sensor". Intelligent Robots and Systems, 2003.(IROS 2003). Proceedings. 2003 IEEE/RSJ International Conference on. 1.
  6. ^ Jogan, M.; Leonardis, A. (2000). Robust localization using panoramic view-based recognition. 15th ICPR. 4. pp. 136–139. CiteSeerX doi:10.1109/ICPR.2000.902882. ISBN 978-0-7695-0750-7.

External linksEdit