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Encode Barcode In .NET Framework Using Barcode creator for . Barcode Drawer In Java Using Barcode generator for .Figure 1-4b shows solution displays and a program The experiment-protocol script is interesting in that it first calls a simulation run to exhibit the initial transient, then a long simulation run with the display turned off to establish steadystate conditions, and finally a third run to display the steady-state solution Reference [9 discusses DESIRE programs for several other small physics problems 1-11 Space Vehicle Orbits Variable-step Integration The space-vehicle orbit simulation in Figure 1-5 assumes a fixed earth exerting a simple inverse-square-law gravitational force on the satellite; effects of planets, moons, and so on are neglected With the sun at the coordinate origin, the inverse-square-law accelerations in the x and y directions are.Related: QR Code Generating Word Size, .NET QR Code Generating Data, QR Code Generation .NET WinForms

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The xed part of the solution is written using traditional design, coding, and testing techniques Depending on the size and shape of the problem, this xed part of the solution might be called a framework, a platform, an interpreter, or an Application Programming Interface (API) The xed part captures the architectural patterns that make up the domain and exposes extension points that enable it to be used in a variety of solutions What makes the approach applicable is the fact that you create the variable part of he solution by using a special-purpose language a DSL As we observed in the introduction, the DSL might be textual or graphical As the technology for domain-speci c development matures, we expect to see tools that support the development and integration of both textual and graphical DSLs People have a range of feelings about which kind of language they prefer Many people, for example, prefer textual languages for input, because they can type fast, but graphical languages for output, because it is easier to see the big picture in a diagram Textual expressions make it much easier to compute differences and merges, whereas graphical expressions make it much easier to see relationships This chapter discusses both kinds, but the rst version of DSL Tools and hence the remaining chapters of the book focus solely on graphical languages To create a working solution to the problem being addressed, the xed part of the solution must be integrated with the variable part expressed by the model There are two common approaches to this integration First, there is an interpretative approach, where the xed part contains an interpreter for the DSL used to express the variable part Such an approach can be exible, but it may have disadvantages of poor performance and dif culty in debugging Second, the particular expression or diagram may be fully converted into code that can be compiled together with the remainder of the solution a code-generation approach This is a more complex conversion procedure, but it provides advantages in extensibility, performance, and debugging capability Graphical DSLs are not just diagrams If you wanted just to create diagrams, you could happily use popular drawing programs such as Microsoft Visio to achieve a rst-class result Instead, you are actually creating models that conceptually represent the system you are building, together with diagrammatic representations of their contents A given model can be represented simultaneously by more than one diagram, with each diagram representing a particular aspect of the model, as shown in Figure 1-2.

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