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Collectively, these unit-testing frameworks are called the xUnit framebecause their names usually start with the first letters of the language for which they were built. You might have CppUnit for C++, JUnit for Java, NUnit for .NET, and HUnit for the Haskell programming language. Not all of them follow these naming guidelines, but most of them do.

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information in the card The database would contain the rest (for example, biometrics, certain transactional events, and relevant interactions with the government plus whatever other information the user deems convenient such as credit card memberships) From the standpoint of security and privacy, there are valid reasons for making it difficult for anyone to read the contents of the identity card itself More importantly, there are valid reasons for limiting access to the database of a person s datasets containing biometric data as well as information on the various comings and goings that having an identity card makes it possible to collect and track Minimizing what is on the card helps establish a system that can be guarded with tight access controls The remainder of this section discusses the various components of a national ID system: the card itself, the databases it feeds, optional authentication features of an ID card, and how to validate the ID process

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The stress parameter, sce, is that fraction of the Hertzian cam contact stress resulting from the effective follower-spring force Ffe, ie, the preload effect has been eliminated as was the case in the minimization of the follower-spring force The quadratic formulation in Ffe is used to ensure that a negative value for force Ffe is undesirable

In this book, we ll be using NUnit, a .NET unit-testing framework that makes it easy to write tests, run them, and get the results. NUnit started out as a direct port of the ubiquitous JUnit for Java, and has since made tremendous strides in its design and usability, setting it apart from its parent and breathing new life into an ecosystem of test frameworks that s changing more and more. The concepts we ll be looking at will be understandable to Java and C++ developers alike.

1356 Formulation of Optimization Problem At this stage it is possible to de ne the problem of the optimization of a high-speed cam-follower system using Eqs (1335) and (1340), with weight factors Wi (i = 1, 2, 3) as follows: Minimize

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Figure 9.3 When starting with the easy components, the time to test gets longer and longer until the hardest components are done.

subject to the system Eq (1330) and boundary conditions Eq (1332) To design for desirable output characteristics, weight factor W3 may be set to zero To design for favorable cam characteristics, weight factor W3 is chosen as large as necessary relative to weight factors W1 and W2, with W2 nonzero Weight factor W2 must be nonzero to provide suf cient boundary conditions to ensure continuity of the cam acceleration function When weight factor W3 does not vanish, the problem cannot be solved by linear methods due to the nonlinearity of parameter NF It can, however, be solved using optimal control theory

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