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- (G(l', 0))1(0, 2; 1',2') - Q*(2, 2')} . (G(2, 3))(G*(2', 3'))1(3, 4; 3', 4') (4J (4)1j)*(4'))

(4.2.33)

For the case of non-absorptive random medium k = P. The left-hand side of (4.2.33) is zero. For the right-hand side to be zero, we set the terms in the curly brackets in (4.2.33) to be zero. This gives the condition

<Slider Value= 25 Orientation= Horizontal Minimum= 1 Maximum= 100 Height= 30 Width= 300 Cursor= Hand > </Slider>

Q(2',2) - Q*(2, 2')

+ [(G*(O, I')) -

(G(I', 0))] 1(0,2; 1',2') = 0

Just as with a ScrollBar control it is a good idea to set the Cursor property of the Slider control to Hand so that the mouse cursor changes into a hand when using the scroll bar to set the value. Figure 3.12 shows a rendered Slider control.

(4.2.34)

with integration over repeated arguments. Equation (4.2.34) is the general condition between mass and intensity operators in order to obey the integrated optical relation. The integrated optical relation is

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Probably the most commonly used Silverlight control is the TextBlock. A TextBlock control is a static text element that can t be changed or edited by the user of your Silverlight application. You use TextBlock controls to create most of the textual elements in your Silverlight applications. A TextBlock is a very versatile control. For example, it can contain a simple word or numerous lines of wrapping text with a stylish color and font defined. A simple TextBlock control can be defined by setting the Text control to the value of the string that is rendered in the application. For example:

dO {(V 81/,(0))

+ (k 2 -

1.:*2)(4'*(0)1/)(0))}

You can also control the size and style of the text using the FontFamily, FontSize, FontWeight, FontStyle, and FontStretch properties to set the typeface, size, boldness, italics, and whether the text should be stretched to fill the size of the control defined by Height and Width. To specify if the text should wrap to the next line if it is wider than the Width property, set the TextWrapping property to Wrap. You can control the justification of the text by setting the TextAlignment property to Left, Right, or Center. The following example code shows a more complex version of a TextBlock:

(4.2.35)

The ladder approximation and the nonlinear approximation are, respectively,

1(1,2; 1',2') = C(1 - 1')15(1 - 2)15(1' - 2') Q(O, 1) = (G(O, l))C(O - 1)

<TextBlock TextWrapping= Wrap Text= I think, therefore I am. FontFamily= Comic Sans MS FontSize= 20 FontWeight= Bold Height= 150 Width= 180 />

(4.2.36) (4.2.37)

These two approximations together obey the condition in (4.2.34). Thus ladder approximation and nonlinear approximation are consistent with each other from the point of view of energy conservation. On the other hand, ladder approximation and bilocal approximation are not consistent with each other in terms of energy conservation.

It was noted in Section 1 that when the bilocal approximation is applied in a straightforward manner to vector electromagnetic wave equations, the results are only valid when the permittivity fluctuation variance c5 is much less than unity. The results for weak permittivity fluctuations are in Eqs. (4.1.37)(4.1.45). The small 15 criterion severely restricts the usefulness of the random medium model. Geophysical media and composite matmials are often mixtures of substances with very different dielectric properties.

At times you may want to specify different properties for different sections of text in a single TextBlock. This can be done by using the Run element to encase those settings with a Text property that defines the text. The following code implements two Run elements, each with its own font size, color, and typeface:

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