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The k dependence of the effective permittivity Eeff(k) represents spatial dispersion effects. We call now express Eeff (k) in terms of ~eff (k) as follows. Substituting (4.3.21) into (4.3.23) and taking Fourier transform of the resultant equation yield

</Grid.RowDefinitions> <Grid.ColumnDefinitions> <ColumnDefinition Width= 100 /> <ColumnDefinition Width= 10 /> <ColumnDefinition/> </Grid.ColumnDefinitions> </Grid>

(l5(k)) = E9 (E(k)) + t l f (k) . (F(k)) (4.3.27) Eo fa Taking Fourier transform of (4.3.24) and then substituting into (4.3.27) we have (l5(k)) Eo Simplifying gives

= Eg (E(k)) +~eff(k).

+ ~(E(k))]

When defining rows and columns for a Grid, the Height and Width properties set the height of the row and the width of the column. If these values are not set, Silverlight tries to evenly use the space remaining.

(E(k))

(1 -

3 Eo 3 tff(k)) (E(k))

To position child controls inside the Grid, you use the Grid.Row and Grid.Column properties to reference the row and column. The top-left corner of the grid is row 0 and column 0. For example, the following code adds two Image controls to a grid, one to row 1 column 0 and the second to row 2 column 0:

+ ~tfr(k) . (E(f))

+ tff(k) . (E(k))

(4.3.280.)

<Image Source= image.jpg Grid.Row= 1 Grid.Column= 0 Height= 100 Width= 150 /> <Image Source= image2.jpg Grid.Row= 2 Grid.Column= 0 Height= 100 Width= 150 />

(D(k)) = Eeff(k) . (E(k))

Eefr(k)

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EgI + fa (I - ;;q ~etT(k))

A very useful feature when developing Silverlight applications using Grid controls is to turn on the gridlines while you are developing. This is done by setting the ShowGridLines property of the Grid control to True.

tlrek)

(4.3.28b)

You can span multiple grid rows and columns using the Grid.RowSpan and Grid. ColumnSpan properties. To set a Silverlight control to span multiple columns, set the Grid. ColumnSpan property to the number of columns that will be spanned. To set a Silverlight control to span multiple rows, set the Grid.RowSpan property to the number of rows that will be spanned. For example, to span two rows and two columns with an Image control, use the following code:

Thus, the second term in (4.3.28b) is the correction provided by the bilocal approximation to Eelf (k). The validity of the bilocal approximation requires

(4.3.29)

Eeff(k) ~ f g 1 + fo~elf(k)

where (IV.3.9) and (IV.3.10) Although c,+ and m,+ are constant at a particular step, the solution is iterative using equations (IV.3.7) and (IV.3.8). Strictly in this simple case, x , + ~in equation (IV.3.8) could be removed using equation (IV.3.7) but in the general multivariable case this is not so. The convergence of this method is now a function of the nonlinearity of the system. Provided that the step length is sufficiently small, a simple Jacobi form of iteration gives convergence in only a few iterations. It is equally possible to form a Jacobian matrix and obtain a solution by a Newton iterative process, although the storage necessary is much larger and as before, the step length must be sufficiently small to ensure convergence. For a multivariable system, equation (IV.3.1) is coupled with

<Image Source= image.jpg Grid.Row= 1 Grid.Column= 0 Grid.ColumnSpan= 2 Grid.RowSpan= 2 Height= 200 Width= 250 />

(4.3.30)

For low frequencies, the spatial dispersion effects can be ignored so that the k argument in (4.3.30) can be replaced by zero. Thus

=(0)

Another useful control when working with grids is the GridSplitter control. The GridSplitter control allows you to assign attributes to one or more blocks in the grid. The GridSplitter allows you to set the background color and size of grid block. For example, the following code defines a GridSplitter control that acts as a divider between column 0 and column 2 in a Grid control:

=(0)

(4.3.31) (4.3.32)

=(0)

Developing a .NET Silverlight Application in Visual Studio...............................................159 Creating a Silverlight project ...................................................................................160 Adding Silverlight controls ......................................................................................162 Naming Silverlight controls .....................................................................................165 Adding event handlers to Silverlight controls ..........................................................166 Testing Silverlight applications in Visual Studio ......................................................167 Using IntelliSense .............................................................................................................168 Using the Solution Explorer ..............................................................................................169 Switching to Expression Blend ................................................................................169 Adding resources.....................................................................................................170 Build settings...........................................................................................................173 Summary ..........................................................................................................................175

dr ~elf(r)

= dr PS Gg(r)R~(lrl)

(4.3.33a)

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