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In your application folder, you need to create a subfolder named app. In the app subfolder, create the XAML file containing the visual layout for the managed JavaScript Silverlight application. We recommend using the UserControl as the root visual element for the XAML file. Listing 11.9 shows an example XAML file that can be used to implement a managed JavaScript Silverlight application. The code in Listing 11.9 implements a TextBlock control named titleBlock; three Button controls named zoomOut, zoomIn, and zoomInMore; as well as an Image control named myImage. The XAML code also defines a StoryBoard animation that scales the myImage control. Throughout this section we refer to these controls as we describe how to implement a managed JavaScript application to interact with them.

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Solving (5.3.25) gives values of K2 and since K is close to k, the two effective coherent propagation constants are K 1 and K 2 with

[Mvv + Jvhh {(Mvv - Mhh)2 + 4MvhlYhv} 1/2]

334 110 117 114 112 115 100

(5.3.27)

<UserControl x:Class= System.Windows.Controls.UserControl xmlns= http://schemas.microsoft.com/client/2007 xmlns:x= http://schemas.microsoft.com/winfx/2006/xaml x:Name= Page > <UserControl.Resources> <Storyboard x:Name= zoomImage > <DoubleAnimationUsingKeyFrames Storyboard.TargetName= myImage Storyboard.TargetProperty= (UIElement.RenderTransform). (TransformGroup.Children)[0].(ScaleTransform.ScaleX) BeginTime= 00:00:00 >

and the associated eigenvectors are, for Mvh, Mhv ={; 0,

(Ev ) 2Mv h (5.3.28) (Eh) -Mvv + lYhh {(Mvv - Mhh)2 + 4MvhMhv} 1/2 where (Ev )/ (Eh) is the ratio of vertical to horizontal polarization in the

characteristic wave. Note that there are only two propagation constants and characteristic waves for a specified direction of propagation. For the case (fvh)st = (fhv)st = 0, when there is no coupling between the two polarizations, the eigensolutions are

(continued)

(5.3.29)

(5.3.30)

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with the characteristic wave horizontally polarized. Equation (5.3.25) can be expressed in the form of coupled differential equations for the coherent field along the propagation direction (Oi, 1Yi) = tI,

<SplineDoubleKeyFrame x:Name= xFactor KeyTime= 00:00:03 Value= 10 /> </DoubleAnimationUsingKeyFrames> <DoubleAnimationUsingKeyFrames Storyboard.TargetName= myImage Storyboard.TargetProperty= (UIElement.RenderTransform). (TransformGroup.Children)[0].(ScaleTransform.ScaleY) BeginTime= 00:00:00 > <SplineDoubleKeyFrame x:Name= yFactor KeyTime= 00:00:03 Value= 10 /> </DoubleAnimationUsingKeyFrames> </Storyboard> </UserControl.Resources> <Grid x:Name= LayoutRoot Background= DarkGray > <TextBlock x:Name= titleBlock HorizontalAlignment= Center FontSize= 30 /> <Grid x:Name= imagePad Background= LightGray Height= 300 Width= 400 > <Image x:Name= myImage Source= image.jpg Height= 30 Width= 40 RenderTransformOrigin= 0.5,0.5 > <Image.RenderTransform> <TransformGroup> <ScaleTransform/> <SkewTransform/> <RotateTransform/> <TranslateTransform/> </TransformGroup> </Image.RenderTransform> </Image> </Grid> <Button x:Name= zoomOut Content= Zoom Out Height= 20 Width= 80 VerticalAlignment= Bottom HorizontalAlignment= Left Margin= 100,0,0,15 /> <Button x:Name= zoomIn Content= Zoom In Height= 20 Width= 80 VerticalAlignment= Bottom HorizontalAlignment= Left Margin= 200,0,0,15 /> <Button x:Name= zoomInMore Content= Zoom More Height= 20 Width= 80

d(Ev )

+ M vv )(Ev ) + Mvh(Eh)

(5.3.31)

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Accessing XAML from IronRuby .............................................................................360 Implementing event handling in IronRuby ..............................................................360 Adding dynamic XAML using IronRuby ..................................................................361 Example of an IronRuby Silverlight application .......................................................361 Creating a Managed JavaScript Silverlight Application ......................................................365 Creating XAML for the managed JavaScript Silverlight application ..........................365 Creating a manifest for the managed JavaScript Silverlight application ....................367 Providing access to CLR libraries and namespaces in managed JavaScript ...............368 Accessing XAML from managed JavaScript ..............................................................368 Implementing event handling in managed JavaScript ..............................................368 Adding dynamic XAML using managed JavaScript ..................................................369 Example of a managed JavaScript Silverlight application .........................................370 Summary ..........................................................................................................................373

d(E h ) .

+ Mhh) (Eh)

(5.3.32)

Creating Custom Silverlight Controls in Applications .......................................................375 Creating a custom User Control in a Visual Studio project ......................................376 Creating the custom control UI ...............................................................................377 Coding the functionality..........................................................................................378 Implementing the custom control in the project......................................................378 Example of implementing a custom Silverlight User Control ...................................379 Creating Silverlight Class Library Controls ........................................................................384 Creating the Silverlight library.................................................................................384 Defining the UI for the custom control ....................................................................386 Implementing the custom control functionality .......................................................388 Example of a custom control Silverlight class library ...............................................390 Adding a Silverlight Class Library Control to an Application.............................................396 Summary ..........................................................................................................................401

with s as the distance along the direction of propagation. The coherent field equations of (5.3.21) and (5.3.22) were also derived in 3, Section 3 using the cascade of layers. 3.3 Quasi-crystalline Approximation (QCA)

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