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0 architecture provided a browser plug-in and JavaScript libraries that enabled developers to implement a subset of the already proven architecture Windows Presentation Foundation (WPF) as the UI interface and a JavaScript back end for client-side Web applications Silverlight 10 was a fair first attempt and showed some good promise; however, it fell far short of being the Flash Killer that it was originally nicknamed by developers Developers were still pretty limited in what they could really do with unmanaged JavaScript applications, and the WPF style controls were very limited Silverlight 2 is a completely different story Microsoft actually listened pretty well to the complaints coming from developers and the criticism that Silverlight 10 received Silverlight 2 adds support for the NET platform as well as Dynamic Language Runtime (DLR) support allowing developers to write their Silverlight applications in Visual C#, Visual Basic, AJAX, JavaScript, Ruby, and Python.

=e-i(p-p').1',

Up(p,p")

e-i(p-p").1',

Silverlight 2 also provides some great interaction with ASPNET AJAX on both the client and server side Opening up the NET platform to Silverlight developers now provides an extremely robust backend platform that allows developers to write rich interactive applications that are able to easily integrate with existing Web services and technologies Silverlight 2 also provides a much greater set of XAML controls from WPF, including things such as data grids, calendars, buttons, and list boxes Using Silverlight 2 XAML, developers and designers can implement rich UIs with 2-D animations, vector graphics, and interactive media content As part of the Silverlight 2 offering, Microsoft also provides extremely useful support in the Visual Studio development tools for developers For designers, Microsoft provides support in the Expression Studio Suite allowing designers to quickly deliver Silverlight-ready UI, images, and media..

(- 1- )

. Go (p") (p"IEz(Qz) Ip')

. Go(p")(p"IEj(Qj)lp')

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The Object tools are composed of the Path, Shape, Layout Panels, Text Controls, and Common Controls tools. These tools are used to add Silverlight controls to the Design view. To access the available tools, click the white arrow in the bottom right-hand corner of the control.

(5.3.41)

Cage factor Carson s equation Characteristic root Commutating voltage Commutation angle reactance Compound turbine Connection matrices compound matrices Constant current control Constant extinction angle control Constant power control Contractors Contingency analysis Convergence Converter commutation (source) voltage commutation reactance controlled rectification equidistant firing 337 337 336 110 117 341 213 266 179 97 336 105 337 207 321 327 222 344 222 238 292 33 302 103 178 346 344 219 341 337 337

The conditional probability p(1'j l1'z) can be expressed in terms of the pair distribution function as p(1'j l1'z) = g(1'j - 1'z) IV. Since the pair distribution function asymptotically approaches 1, we define the Fourier transform as follows. Let

q(1') =

The Path tool, shown in Figure 4.7, provides the Pen and Pencil tools that allow you to add paths to the Silverlight application. The Pen tool implements paths based on point to point. The parabolic arc of the line between the points can be modified by dragging the control handler of that point. The Pencil tool is completely free-form. As you drag the cursor on the Design view, a freeform line is created.

1I 0

[g(1') -

1J + 0(1')

The Shape tool, shown in Figure 4.8, provides the Rectangle, Ellipse, and Line tools that allow you to add basic shapes to the Silverlight application. This tool creates a rectangle, ellipse, or line in the Design view by clicking and dragging the mouse from one point to another.

(5.3.42)

%,(p) =

elf e- ip .,. q(1')

The Layout Panels tool, shown in Figure 4.9, provides the Grid, Canvas, StackPanel, ScrollViewer, and Border tools that allow you to add Silverlight layout controls to the Design view. Using this tool, layout controls are added to the design area by clicking and dragging the mouse from one point to another.

(5.3.43)

Next assume the following trial solution in (5.3.41)

(pIE,(Q,)lp') =

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