HW2 - CS 556 HOMEWORK 2 due Problem 1(40pts This problem is...

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due Feb 15, 2010 Problem 1 (40pts) This problem is about camera calibration. Given a set of images, and correspondences between points in the images and points in the 3D scenes, calibration is aimed at estimating the camera intrinsic and extrinsic parameters. The set of images that we will use for calibration can be down- loaded from: http://web.engr.oregonstate.edu/ sinisa/courses/OSU/CS556/HW/HW2/targets.zip The images show the same scene which is a regular lattice of black bows painted on a white wall. The images have been acquired with the same camera, but from different distances and viewpoints, as illustrated in Fig. 1. The camera’s projection plane is a hexagon, and therefore every image shows only a part of the wall. Distances between the centers of the bows are all the same and equal 100mm. We can define a distinct world coordinate system for each image. Consequently, each image will define a distinct set of extrinsic parameters. Let us assume that the center of the bow that is located leftmost in the upper left corner of each image corresponds to (0 , 0 , 0) of the world coordinate system, as illustrated in Fig. 1 right. Since the lattice is regular, it is straightforward to estimate coordinates of the centers of the other bows in this world coordinate system. O Figure 1: Samples from the given set of images showing a regular lattice of black bows painted on a white wall. The world coordinate system of the wall shown on the right is defined to begin at a 3D point that is projected onto image point O. 1
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This note was uploaded on 04/17/2010 for the course CS 261 taught by Professor Staff during the Spring '08 term at Oregon State.

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HW2 - CS 556 HOMEWORK 2 due Problem 1(40pts This problem is...

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