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The seventh layer, or topmost layer, of the OSI Reference Model is the application layer. It provides the interface that a person uses to interact with the application. This interface can be command-line based or graphics-based. Cisco Internetwork Operating System (IOS) routers and switches use a command-line interface (CLI), whereas a web browser uses a graphical interface. Cisco routers also have a graphical user interface, called Security Device Manager (SDM), which is introduced in 18. Note that in the OSI Reference Model, the application layer refers to applications that are network-aware. Of the thousands of existing computer applications, not all can transmit information across a network. This situation is changing rapidly, however. In the 1990s, a distinct line existed between applications that could and couldn t perform network functions. A good example of this was word processing programs, such as Microsoft Word, which were built to perform one process: word processing. Today, however, many applications Microsoft Word, for instance have embedded objects that don t necessarily have to be located on the same computer. There are many, many examples of application layer programs. The most common are telnet and Secure Shell (SSH), File Transfer Protocol (FTP), web browsers, and e-mail. You should realize that the applications themselves are not what the OSI Reference Model s application layer is about: the application layer provides a means for the applications to realize that a network is there and to take advantage of it. In other words, the application layer encompasses the protocols and services that the applications will employ to access network resources.
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Such a differencing procedure faces the problem of choosing the magnitude of the perturbations. Large perturbations may cause the difference approximation to be inaccurate, while small perturbations introduce numerical inaccuracies associated with integration, roundoff, and truncation errors. Another approach is to take partial derivatives of Eqs. (13.48) and (13.49) with respect to the initial value of the costate vector, p(0), and interchange the order of differentiation (since continuity with respect to p(0) and t is assumed). The resulting two-point boundaryvalue problem is derived in App. F, with each subsequent new approximation for the vector, p( j+1)(0) given by the iteration formula of Eq. (13.50). This approach to the solution of the two-point boundary-value problem is called the Variation of Extremals, also known as the Generalized Newton-Raphson algorithm. It is a second-order gradient technique and hence, a good initial approximation for the costate vector, p(0)(0), is usually needed for convergence. Minimization of Output Vibrations. To minimize output vibrations, weight factor W3 of equation (13.42) is set to zero. The other weight factors chosen are W1 = 0
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Figure 4-3
More information about HP s current thin client offerings is available at go/thinclient.
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