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In Figs. 4.3.1 and 4.3.2 the real and imaginary parts of Eg/E o and Eelf/Eo are plotted as a function of the fractional volume of scatterers. The limit of fs = 1 corresponds to the entire volume being occupied by scatterers. This is not attainable for particles of the ~;ame size and is purely of theoretical interest. In Fig. 4.3.3 the backscattering coefficients are plotted as a function of incidence angle (}i at a frequency of 8.6 GHz and for a half-space with a fractional volume of scatterers equal to 30%. The calculated effective permittivity is (1.47 + iO.663 x 1O-3)Eo The results of the figure indicate that the polarization difference is small.

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For three constituents we have a background medium with permittivity Eb, two kinds of scatterers with permittivities Esl and Es 2, and fractional volumes fsl and fs2. The scatterers are assumed to be spherical with radii al and

3.5r-----,---r---r--..,-----,--,---,------,---r---,

One of the coolest things about working with vector-based controls in XAML is that you can implement transformations. Using the RenderTransform property of a Silverlight control, you can easily adjust the size, location, rotation, and skew of the control. Transformations are defined in a TransformGroup block consisting of one or more of the following: ScaleTransform, SkewTransform, RotateTransform, and TranslateTransform. The following code shows the basic framework needed to apply transformations on an Image control:

t:: 25

for Eb = f o , Es = 3.2(1

3 X 10. 3.5,.-----.-----.--,------,-----,--..,---,-------r---,----,

<Image.RenderTransform> <TransformGroup> <ScaleTransform/> <SkewTransform/> <RotateTransform/> <TranslateTransform/> </TransformGroup> </Image.RenderTransform>

.- .-

.- ..0.5

.- ,.'

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The center point of the translation is based off the RenderTransformOrigin property of the control. The RenderTransformOrigin property is based on two coordinate points. To render around the center of the control, use the following setting:

o"""=-------'-__--'-__-'----_--'__-'-__-'-__L - _ - - , ' -_ _...L.-_--'

0.1 0.2

0.3 0.4 0.5 0.6 0.7 0.8

RenderTransformOrigin= 0.5,0.5

Figure 4.3.2 Imaginary part of fg/f o and fefflf o as a function of fractional volume of scatterers for fb = f o ' f s = 3.2(1 + 'iO.001)f o , frequency = 8.6 GHz, and a = 0.5 mlll.

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Being single-step methods they are self-starting and the step length need not be constant. If j is restricted so that j < i, then the method is explicit and c 1 must be zero. When j is permitted to exceed i, then the method is implict and an iterative solution is necessary. Also of interest are the forms developed by Merson and Scraton. These are fourth-order methods ( p = 4) but use five stages (u = 5). The extra degree of freedom obtained is used to give an estimate of the local truncation error at that step. This can be used to automatically control the step length. Although they are accurate, the explicit Runge-Kutta methods are not A-stable. Stability is achieved by ensuring that the step length does not become large compared to any time constant. For a pth-order explicit method the characteristic root is

-8,---,-------,----,----,-----,------.----,

If you apply a transform to a Canvas, Grid, or StackPanel control, then the transform applies to all children in the control. This is often a simple and effective way of resizing components in your applications.

-10r--

:!3. E -12 Q)

0- 14

The following sections discuss each of the transformations that can be applied to Silverlight controls.

Incidence angle (deg)

Figure 4.3.3 BackHcattering coefficientH aH a function of incidence angle (}i for Eb = Eo, E = 3.2(1 + iO.OOl)E o , f.. = 30%, a = 0.5 nUll, and frequency = 8.G GHz. Calculated value 8 of felf is (1.47 + iO.663 x lO-:l)E o .

a2. We have Ib + lsI + Is2 = 1. The quantity Eg is first calculated by using (4,3,20), Assuming, without loss of generality, that a2 ~ aI, the correlation functions are

The ScaleTransform allows you to adjust the horizontal and vertical scale of the Silverlight control. This is done by setting the ScaleX property to adjust the horizontal scale and the ScaleY property to adjust the vertical scale. The values of ScaleX and ScaleY are based on 1 being the current size of the control. If you set the ScaleX property to .5, the control is scaled down to half the height. If you set the ScaleY property to 2, the control is scaled up to double the width.

(4.3.55)

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