Abstract

Correlation Analysis of Fish-eye Lens Camera for Acquiring Reliable Orientation Parameters

Highlights

  • 1.1 BackgroundOwing to its characteristics, the fish-eye lens camera has been widely used for indoor and outdoor location-based services, virtual reality (VR), 3D modelling, leisure sports, and robotics.Marković et al and Caruso et al used a fish-eye lens camera for mobile robot implementation, and Sánchez et al used it for urban navigation.[1,2,3] Sreedhar et al built a system for virtual reality applications using fish-eye lens cameras.[4]

  • The process of determining the interior orientation parameters (IOPs) of the camera must be implemented to correct the image distortion.[8,9] The relevant previous studies can be categorized mostly into two trends: [1] the verification of each projection model of the fish-eye lens[10,11] and [2] comparisons between the projection models and the possibility of substituting a projection model.[9,12,13] Some of the previous studies found a correlation between IOPs and exterior orientation parameters (EOPs), which has rarely been analyzed in detail.[9,12,14]

  • The correlation analysis could be divided into two parts: (i) analysis supporting the results of previous studies, and (ii) correlation characteristics between orientation parameters observed through this research

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Summary

Background

The fish-eye lens camera has been widely used for indoor and outdoor location-based services, virtual reality (VR), 3D modelling, leisure sports, and robotics. Assistance system using multiple fish-eye lens cameras.[7] a fish-eye lens camera has a wide viewing angle, it has the disadvantage of strong geometric distortion in the image. Since the fish-eye lens camera differs from the conventional camera in the projection model equation, the way in which the correlation occurs may differ, which can have a significant impact on the parameter reliability of the fish-eye lens camera

Purpose and scope of research
Mathematical Model of Camera
Projection models
Lens distortion model
Correlation Analysis Design
Results of Correlation Analysis
Correlation for test bed rotation
Correlation for test bed type change
Effect of focal length change on the correlation
Comprehensive analysis of correlation between orientation parameters
Conclusions
Full Text
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