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Thus, the depth at various scene points may be recovered by knowing the disparities of corresponding image points Note that due to the discrete nature of the digital images, the disparity values are integers unless special algorithms are used to compute disparities to sub pixel accuracy Thus, for a given set of camera parameters, the accuracy of depth computation for a given scene point is enhanced by increasing the baseline distance b so that the corresponding disparity is large Such wideangle stereopsis methods introduce other problems, however For instance, when the baseline distance is increased, the fraction of all scene points that are seen by both cameras decreases Furthermore, even those regions that are seen by both cameras are likely to appear different in one image compared to the corresponding regions in the other image due to distortions introduced by perspective projection, making it difficult to identify conjugate pairs Before we discuss the problem of detecting and matching features in image pairs to facilitate stereopsis, we now briefly consider imaging systems in which the cameras are in any general position and orientation

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Even when the two cameras are in any general position and orientation, the image points corresponding to a scene point lie along the lines of intersection between the image planes and the epipolar plane containing the scene point and the two lens centers as shown in Figure 112 It is clear from this figure that the epipolar lines are no longer required to correspond to image rows

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TABLE 38 Size D-1 D-2 D-3 D-4 D-5 D-6 D-7 D-8 D-9 D-10 D-11 D-12 D-13 D-14 D-15 D-16 D-17 D-18 D-19 D-20 D-21 D-22 D-23 D-24 D-25 D-26 D-27 D-28 D-29 D-30 D-31 D-45 ASTM A 496 Dimensional Requirements for Deformed Wire Nominal Diameter, (in) 0113 0159 0195 0225 0252 0276 0299 0319 0338 0356 0374 0390 0406 0422 0437 0451 0465 0478 0491 0504 0517 0529 0541 0553 0564 0575 0586 0597 0608 0618 0628 0757 Nominal Area, (in) 001 002 003 004 005 006 007 008 009 010 011 012 013 014 015 016 017 018 019 020 021 022 023 024 025 026 027 028 029 030 031 045

Figure 112: Two cameras in arbitrary position and orientation The image points corresponding to a scene point must still lie on the epipolar lines

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In certain systems, the cameras are oriented such that their optical axes intersect at a point in space In this case, the disparity is relative to the vergence angle For any angle there is a surface in space corresponding to zero disparity as shown in Figure 113 Objects that are farther than this surface have disparity greater than zero, and objects that are closer have disparity less than zero Within a region the disparities are grouped into three pools:

These pools are then used to resolve ambiguous matches More recent research work has addressed the issue of dynamically controlling the position, orientation, and other camera parameters to facilitate better image analysis In systems known as active vision systems, the image analysis process dynamically controls camera parameters and movements Computing the depths of various points in a scene is a common task in such systems

As we finished the list, the class turned back to me and Bob asked again, OK Sam, where is the rework I started to explain, but then one of the operators gasped It s the reamer, she said We are using the reamer on every unit! Michelle shook her head It can t be the reamer We can t build parts without it, so the reamer is not rework it s part of the job I prompted Michelle for more information about the process and, in particular, exactly what caused them to ream every unit of production As I spoke, I started timing the reaming process Michelle spent the next several minutes explaining the process to me I ve been working on this line for more than 20 years, Sam, and

(Extracted, with permission, from ASTM A 496 Standard Specification for Steel Wire, Deformed, for Concrete Reinforcement, copyright ASTM International, 100 Barr Harbor Drive, West Conshohocken, PA 19428 A copy of the complete standard may be obtained from ASTM, phone: 610-832-9585, email: service@astmorg, website: wwwastmorg)

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Surface of zero disparity d= 0 (xl=x~)

Figure 113: Stereo cameras focused at a point in space The angle of the cameras defines a surface in space for which the disparity is zero

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