Ask Your Question
1

calibration transformation matrices

asked 2013-06-28 10:02:55 -0600

Paul Doliotis gravatar image

Hi all,

I am using the OpenCV calibration code from this tutorial: http://docs.opencv.org/doc/tutorials/calib3d/camera_calibration/camera_calibration.html#cameracalibrationopencv

Here is the arguments list for the calibration function: runCalibration(s,imageSize, cameraMatrix, distCoeffs, imagePoints, rvecs, tvecs, reprojErrs, totalAvgErr);

rvecs and tvecs are essentially the rotational and transnational components of the Homogeneous transformation matrix.

My question is the following:

does the transformation matrix( using rvecs, tvecs) take us from:

calibration grid coordinate system to the camera coordinate system

or

from camera coordinate system to the calibration grid coordinate system.

Thanks,

Paul

edit retag flag offensive close merge delete

2 answers

Sort by ยป oldest newest most voted
2

answered 2013-07-01 15:13:03 -0600

Paul Doliotis gravatar image

Actually the answer is:

from calibration grid coordinate system (aka World coordinate system) to the camera calibration system

edit flag offensive delete link more
-2

answered 2014-02-03 11:17:20 -0600

Dear All, P=[-306.8843; -263.0437; 0] is a point in space and p = [ 447.3374 ; 487.9971] is a corresponding image observation in pixels.

If 149.2, -53.6, -56.2 are Euler angles about x, y and z axis respectively, T= [ -28.3; -10.4; 1794.3 ] is translation vector, f= 16.5621 is the focal length, c=[ 285.7615; 249.037 ] are coordinate of principal points and aspect ratio is 1

How to construct camera matrix, that give p=[C] * P

Your help will be greatly acknowledged

Thanks

edit flag offensive delete link more

Comments

This is not an answer to the question. If want an answer for your problem please open a new question and consider formulating it a bit more clearly.

jensenb gravatar imagejensenb ( 2014-02-04 02:05:12 -0600 )edit

Question Tools

Stats

Asked: 2013-06-28 10:02:55 -0600

Seen: 746 times

Last updated: Feb 03 '14