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A CAMERA CALIBRATION TECHNIQUE USING TARGETS OF CIRCULAR FEATURES

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Title: A CAMERA CALIBRATION TECHNIQUE USING TARGETS OF CIRCULAR FEATURES


1
A CAMERA CALIBRATION TECHNIQUE USING TARGETS OF
CIRCULAR FEATURES
  • Ginés García Mateos
  • Dept. de Informática y Sistemas
  • Universidad de Murcia - España

2
INTRODUCTION
  • Camera calibration estimation of the unknown
    values in a camera model.
  • Intrinsic parameters.
  • Extrinsic parameters.
  • Calibration target object of known geometry,
    easy to detect and locate, used in calibration.

3
INTRODUCTION
  • The whole procedure of camera calibration
    Heikkilä et al. 97
  • Determinate a camera model.
  • Control point location in the images.
  • Camera model fitting.
  • Image correction for distortion.
  • Estimate the errors of the previous stages.

4
INTRODUCTION
  • Much research has been devoted to model fitting.
  • Control point location
  • Design physical target structure.
  • Design an algorithm for target detection and
    location.
  • Goals accuracy, robustness, efficiency,
    simplicity.

5
TARGET DESIGN
  • Previous work square features.
  • Typical methods use
  • Edge, segment, corner detection.
  • Line intersections.
  • Contour following.

6
TARGET DESIGN
  • Previous work dot features.
  • Point features (less than 5 pixels radius).
  • Centroid calculation.
  • Used in photogrametry.

7
TARGET DESIGN
  • Circular features. Key ideas
  • Circles (ellipses) are mapped to ellipses (using
    perspective projection).
  • Ellipses are the most simple shape to describe,
    detect and locate.

8
TARGET DESIGN
  • Previous work based on centroid.
  • Problem of perspective bias ellipse centroid is
    not necessarily the projected centroid of the
    circle.

9
TARGET DETECTION/LOCATION
  • Process for detection and location of the target.
    Main steps
  • Detection and location of ellipses.
  • Extraction of invariant points.
  • Matching with known points of the target.
  • Then model fitting (DLT) is applied.

10
TARGET DETECTION/LOCATION
  • Ellipse detection and location
  • Image binarization.
  • Threshold median value of partial histogram.
  • Connected component grouping.
  • Gaussian component description.
  • For each region ?, ? and number of points.

11
ELLIPSE DETECTION/LOCATION
Acquired image
Binarization
Connected compo-nent grouping
Gaussian description
12
ELLIPTICAL SHAPE TEST
  • Gaussian parameters ?, ?.
  • Ellipse mayor and minor radius a, b
  • Ellipse area SR?ab
  • Radius from gaussian parameters

13
TARGET DETECTION/LOCATION
  • Ellipse location is insufficient invariant
    points should be extracted.
  • Feature points in a target of circles.
  • Ellipse centroid is not an invariant feature
    point.
  • Invariant feature points can be obtained using
    relations between coplanar circles.

14
TARGET DETECTION/LOCATION
Perspective projection
  • Tangent invariance supposing perspective
    projection common tangent property remains
    invariant.

15
TARGET DETECTION/LOCATION
  • Some conclusions dont held when radial
    distortion is considered.
  • Dealing with distortion
  • Iterative method parameter calculation/image
    correction.
  • Independent estimation (and correction) of
    distortion.

16
EXPERIMENTAL RESULTS
  • Tests are centered on the target
    detection/location procedure.
  • Accuracy feature point location.
  • Robustness defocusing and noise.
  • Efficiency computation time.
  • Acquisition low-cost videoconference camera
    QuickCam Pro (Logitech).
  • Computer off-the-self PC, with K6 at 350Mhz.

17
EXPERIMENTAL RESULTS
  • Target used in the experiments.

320x240 pixels 256 gray levels
  • Manual measure to determine ground-truth
    positions.

18
EXPERIMENTAL RESULTS
  • Location error vs. ellipse size in images

19
EXPERIMENTAL RESULTS
  • Manual measure is insufficient.
  • Accuracy of the method (using ideal images) 0.05
    pixels mean, 0.03 pixels standard deviation.
  • The target was detected in 97 of the images.

20
EXPERIMENTAL RESULTS
  • Robustness to defocusing and noise.

Location error vs gaussian smoothing
Location error vs. random noise
21
EXPERIMENTAL RESULTS
  • Efficiency
  • The main process is a connected component
    labeling algorithm.
  • This requires a single scanning of the image,
    with a constant cost per pixel.
  • The whole process can be made at approx. 10 Hz.

22
CONCLUSIONS
  • A technique for camera calibration is proposed
    based in the use of circles as target features.
  • This contribution is centered in target
    detection/location.
  • Process of detection and location
  • Gaussian description of connected component.
  • Feature point calculation and matching.

23
CONCLUSIONS
  • The method is simple and low-level, which implies
    efficiency and robustness.
  • Subpixel accuracy is clearly reached.
  • High robustness to noise and defocusing.
  • The technique is suited for automated systems.

24
LAST
  • This work has been supported by CICYT project
    TIC98-0559.
  • Línea PARP web page
  • http//www.dis.um.es/parp
  • Muito obrigado
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