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Once the domain and systems are configured, you have to specify the transport routes that will be used by the systems. Since many customers' systems landscapes fall into the same categories, the TMS provides some standard system groups that can be used for easily defining routes. When standard system groups are used, the system automatically generates the transport routes. You can select the following standard system groups: Single system Two system landscape: development and production Three system landscape: development system, quality assurance system, and production system Transport routes are configured by selecting Overview Transport routes from the initial TMS screen. To define transport routes or use a standard configuration, you have to be in change mode. If you are in display mode, switch by clicking on the Display Change icon. If you select the standard configuration, the current configuration of the R/3 systems will be replaced by these standard settings, although existing objects or development classes will not be deleted. To define a standard configuration, select Configuration Standard config. from the menu. The system displays a dialog box with three radio buttons for selecting your required standard configuration. Enter your selection and click Continue. Depending on selection, the system will then ask which systems play which role: development, production, or quality assurance. It will then generate the transport routes according to user entries. If you are not using standard configuration but need to define complex transport systems, you can also use standard settings for initial transport routes and then define additional consolidations or delivery routes. The TMS includes two types of editors for defining and configuring transport routes: A hierarchical list editor, where systems and transport routes are displayed in a tree structure. To create transport routes in this editor, from the initial TMS screen select Configuration Transport route Create.

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Implement the Bisection A4ethod for solving equations. Use the following function:

double root(double (*pf)(double x), double a, double b, int n)

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Distributing and Verifying TMS Configuration A graphical editor, where systems and transport routes are displayed graphically and editing can be performed using the mouse. For accessing the graphical editor, from the initial TMS screen select Overview Transport routes Go to Graphical editor. Information on the display areas and on working with the graphical editor can be found in the online documentation. As introduced in the section on transport system concepts, transport routes can either be of the consolidation or delivery type. For a standard three system landscape (development, quality assurance, and production), the transport routes are as follows: The consolidation route links the development system and the quality assurance system. This transport layer is named Z<SID>, where <SID> is the system ID of the development system. A delivery route is generated for linking the quality assurance system and the production system. When developments or changes are made in the development system that include objects whose development class refers to the standard transport layer, these changes are recorded in change requests. These change requests will be transported first to the quality assurance system and then to the production system. The transport system also creates the consolidation route SAP that is used when changes are made to SAP objects. In these cases, the changes are recorded in repair tasks that can be transported the same way. Notice that you will only be able to create delivery routes for existing consolidation routes. An example of transport route configuration is shown in Fig. 6 11.

Here, p f points to a function f that defines the equation f(x) = 0 that is to be solved, a and b bracket the unknown root x (i.e., a I x 2 b), and n is the number of iterations to use. For example, the call root(square,1,2,100) would return 1.414213562373095 ( = 42), thereby solving the equation x2 = 2. The Bisection Method works by repeatedly bisecting the interval and replacing it with the half that contains the root. It checks the sign of the product f(a) fib) to determine whether the root is in the interval [a, b].

Implement the Trapezoidal Rule for integrating a function. Use the following function:

double trap(double (*pf) (double x), double a, double b, int n)

Figure 6 11: Transport route configuration. In Fig. 6 11, you will notice in the title bar that the system includes a version number. When an active configuration is modified and saved, the system creates a new version. You can activate a stored version by choosing Configuration Get configuration from the transport domain controller on the transport route screen.

Here, pf points to the function f that is to be integrated, a and b bracket the interval [a, b] over which f is to be integrated, and n is the number of subintervals to use. For example, the call trap ( square, 1,2 , 10 0 ) would return 1.41421. The Trapezoidal Rule returns the sum of the areas of the n trapezoids that would approximate the area under the graph off. For example, if n = 5, then it would return the following, where h = (b-a)/5, the width of each trapezoid.

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