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Thus the product of scattered fields can come from different particles of j =1= l in (3.1.6). Instead of specifying only the single-particle position probability density function as given by p(rl) = 1jV, we need to specify also the two-particle joint probability density function. The joint probability density function of two particles is, from (4.5.21) and (4.5.23) in 4 of Volume

c2 = XamlReader.Load(makeSquare(top,left, value)) c.Children.Add(c2)

p(T1' T2) =

g(rl,r2) (

N ) N _1

The buildGame() function also uses a nested for loop to create a 3 3 grid of Canvas objects from buildSet() and adds them to the gamePage Canvas object in the XAML file using the following line of code:

(3.4.14)

where 9 is the pair distribution function. The case of independent particle positions is given by g(r1' r2) = 1. However, such is an idealized case because particles cannot penetrate each other so that g(r1' r2) = 0 for Irl - r21 <

~ 00,

xaml.gamePage.Children.Add(set)

dmirtl where dmin is a minimum distance. In the case that Ir1 - r2\ particle positions must be independent. Hence

g(r1, r2) = 1

To access the Silverlight XAML, the IronPython code uses the Application.Current. LoadRootVisual() function to get the UserControl control from the app.xaml file using the following line of code.

(3.4.15)

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may with both modal matrices being diagonal. [Ymodc] no longer be purely imaginary even though only shunt capacitance is modelled. This will depend on how the transformation matrices were normalised. For steady-state analysis at one particular and have frequency, this causes no problems. Once Zscrics Yshun, been calculated for each mode, the representation in phase quantities is easily obtained by transforming back, with

g(r1,r2) = g(r1-r2). The summation in (3.4.13) is next split into two parts, j = 1 and j i= 1 : 1/)s(l)(r)1/)s(l)*(r') =

L 1/);(1) (r)1/);(1)* (r') + L L 1/J;(1) (r)1/J;(r)*(r')

xaml = Application.Current.LoadRootVisual(UserControl(), app.xaml )

(1/Js(l)(r)1/)s(l)*(r'))

dr l1/);(l) (r}t/J;(l) *(r')p(rl)

(3.4.17)

Using the UserControl object xaml, the code is then able to set the Text and Foreground attributes using the following lines of code. Notice that the Foreground attribute is set to a SolidColorBrush object type:

+ N(N -

1) f dr, j.Jr;,pj{'\r),pi,(l).(r') [(g(r, - rC,- 1) + 1]

For integration purposes, we write 9 = (g - 1) + 1 because the asymptotic value of 9 is unity and that makes 9 - 1 integrable. We recognize, from (3.4.17), that the +1 term in (3.4.17) is actually the products of the coherent field and its complex conjugate. Hence

xaml.titleBlock.Text = Welcome to IronPython Suduko xaml.titleBlock.Foreground = SolidColorBrush(Colors.Red)

dr l1/);(1) (r)1/J;(1) *(r')

dr j 1/);(1) (r)1/);(1) *(r') [g(rl - rj) - 1]

+ (1/Js(l)(r))(1/)s(l)*(r'))

The code in Listing 11.5 implements a MouseLeftButtonUp event handler to call the buildGame() function in the onClick() event handler function. Notice that in the onClick() event handler function, the Content property of the Button control that triggered the event is modified using the following code:

(3.4.18)

The pair distribution functions representing the correlation of particle scattering arise in the intensity of the first-order scattered fields becam,e the field and field conjugates can come from different particles. The pair distribution function term does not occur in 1/Jinc(1/Js(l)*). Thus the perturbation series expansion of (3.4.2) indicates that we need to include 1/Jinc(4)s(2)*), which must depend on the pair distribution function. The second-order scattered field is

s(2) 1/J (r') =

The results of the code in Listings 15.1 and 15.2 are shown in Figure 15.1. The user types a name and phone number in the text boxes and sets the type of phone number. When the Write XML button is clicked, the data that is input by the user is converted to XML and displayed in the scroll viewer. Then when the user clicks Read XML, the XML data is parsed and displayed in the scroll viewer.

- 1 'l/Jinc(r'j)

.J -

(3.4.19)

using using using using System; System.Windows; System.Windows.Controls; System.Windows.Documents;

('0 8 (2) (r))

e~klrl-~jl ikid rj (g(r l -

= no 47[2 ,

using System.Xml; using System.IO; using System.Text;

= [Tu] *CZscrics-modcI *[Til -

dpj . j ,

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