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other aforementioned curves This blending of curves is not acceptable for high-speed action, since the dynamic characteristics are poor due to the discontinuities in either the velocity or the acceleration of the follower Note that the least complex conics applied to cams such as ellipses, parabolas, and hyperbolas have a continuous evolute, ie, continuous locus of the center of curvature, to give the acceleration curve continuity This ensures more acceptable high-speed characteristics However, discontinuities in evolute and acceleration curves exist when blended with circular noses and anks In addition, the Archimedes spiral, logarithmic spiral, and involute start with an impractical, abrupt slope in which a bump occurs with a discontinuity in the velocity of the follower Blending curves have been employed to correct this theoretical in nite acceleration In the past, triple curve cams having a circular arc nose, involute anks, and a harmonic or parabolic blend into the base circle were popular in the automotive eld Note that the logarithmic spiral has inherent qualities that make it desirable for all sorts of bodies in contact Applied to the cam form of Fig 149 it provides the smallest radial cam for a given pressure angle Moreover, the maximum pressure angle is constant during the action 1472 Circular Arc Cams In the past, the cams were of a combination of circular arcs with or without tangent straight lines Even now, some designers utilize these cams regardless of their poor dynamic properties In Fig 1410a, we see the blending of a circular arc cam having three different sized circles with r the radius of curvature for the circles In Fig 1410b the circles are blended with straight lines (tangent cam) All cams may provide motion to roller followers or convex curved-faced followers

Mayfield v Dalton, 901 FSupp (D Hawaii 1995)

(a) Circular cam with 00001 in flat (y discontinuity)

Moq Rhino Mocks Typemock Isolator NMock NUnit.Mocks Here is a short description of each framework.

(b) Cam with circular arc and straight lines (y discontinuity)

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Altman, Lawrence K Now, Doctors Must Identify the Dead Among the Trade Center Rubble New York Times September 25, 2001 Beavan, Colin 2001 Fingerprints: The Origins of Crime Detection and the Murder Case that Launched Forensic Science New York: Hyperion Chen, Harold Medical Genetics Handbook (1988): 221 226 Cole, Simon A 2001 Suspect Identities: A History of Fingerprinting and Criminal Identification New Haven, Conn: Harvard Cole, Simon The Myth of Fingerprints New York Times May 13, 2001 Foreign Terrorist Tracking Task Force Department of Justice Attorney General Orders New Steps to Share Information Relating to Terrorism with Federal Agencies as well as State and Local Government April 11, 2002 http:// wwwusdojgov/opa/pr/2002/April/02_ag_211htm Garfinkel, Simson Database Nation: The Death of Privacy in the 21st Century (2000): 43 Kaye, David H Commentary: Two Fallacies About DNA Data Banks for Law Enforcement Brooklyn Law Review 671 (2001): 189 Lydon, Christopher J Edgar Hoover Made the FBI Formidable With Politics, Publicity and Results New York Times May 3, 1972 Miller, John J, and Stephen Moore A National ID System: Big Brother s Solution to Illegal Immigration Cato Policy Analysis September 7, 1995 http:// wwwcatoorg/pubs/pas/pa237eshtml Perl, Peter Hallowed Ground Washington Post Magazine May 12, 2002 Sharath Pankanti, Salil Prabhakar, and Anil K Jain On the Individuality of Fingerprints Proceedings of the IEEE Computer Society Conference on Computer Vision and Pattern Recognition (CVPR) Hawaii December 11 13, 2001

changes its value The acceleration at point a accordingly is = This velocity shock y is not acceptable in any design At point b, the same situation exists as at point a It is to be observed that the depth of the slice has no effect on the phenomenon In Fig 1010b, a cam is formed by blending circular arcs and a at side Points c are the centers of curvature of the circular arcs At point a, the radius of curvature instantaneously goes from in nity ( at) to a nite value This yields a discontinuity in the acceleration since the acceleration is related to the radius of curvature at any point Similarly, at point b, there are two instantaneous radii of curvature, which also yield a discontinuity in the follower acceleration Thus, circular arcs and straight lines for cams have poor dynamic properties because of their acceleration curve discontinuities Such cams are not acceptable for moderate to high-speed dynamic performances However, this acceleration curve discontinuity cannot be seen on the cam

Inspecting the accuracy of a cam contour can be accomplished in many ways A few of the methods of inspection are: laser beam electronic equipment Windows-based process control for milling and grinding operations attaching an accelerometer to the functioning cam-follower mechanism measuring the cam pro le displacements in small increments and converting this data by nite difference techniques

B.1.1

Twain, Mark 1900 The Tragedy of Pudd nhead Wilson Hartford, Conn: American Publishing Company US Department of Justice, Office of Justice Programs Privacy Impact Assessment for Justice Information Systems Working Paper August 2000 http:// wwwojpusdojgov/archive/topics/integratedjustice/piajishtm Wayman, James L Error Rate Equations for the General Biometric System IEEE Robotics and Automation 61 (March 1999): 35 48 Woodward, Jr, John D Biometric Scanning, Law and Policy: Identifying the Concerns Drafting the Biometric Blueprint University of Pittsburgh Law Review 5997 (1997): 117 Woodward, Jr, John D Searching the FBI s Civil Files: Public Safety v Civil Liberty US Law Week (September 17, 2002): 2183 Woodward, Jr, John D Privacy & Security Law (September 2, 2002): 1042 Woodward, Jr, John D, et al Army Biometric Applications: Identifying and Addressing Sociocultural Concerns (RAND 2001): 133 145

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