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Attaching events to Silverlight controls in XAML is a simple matter of setting the event property of the control to a string representing the name of the event handler function in the managed code. For example, consider the following C# function defined in managed code:

'1(z,O)

PI2((), ()',)] P22 (0,0 )

(7.6.2)

private void Button_Click(object sender, RoutedEventArgs e) { myButton.Content = Clicked ; }

and II is the TM specific intensity and I2 is the TE specific intensity. Also in (7.6.1) we have C = K bK,2/(>,2k 2), and

P ='

(0 ()')

The following XAML code would attach the Click event property of the myButton control to the Button_Click event handler.

[Pll((), ()',) P21 (0,0)

(763) . . (7.6.4) (7.6.5) (7.6.6) (7.6.7)

Pll ((), ()') = 2sin 2 () sin 2 ()' P12 ((), ()') = cos 2 () P2I ((), ()') = cos 2 ()'

Summary

+ cos 2 () cos 2 ()'

P22 ((), ()')

Academic Press, New York. [2] G. Dalquist, 1963. Stability questions for some numerical methods for ordinary differential equations, Proc. Symposia in Applied Mathematics. [3] V. Zakian, 1975. Properties of I M N and J M I N approximants and applications to numerical inversion of laplace transforms and initial value problems, J. o j Math. Analysis and Applications 50 19 1 - 222.

= p(ri)p(rjlri)p(r],r2,'"

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This chapter introduced you to many of the aspects of the XAML programming language that are used to create and lay out the UI for most Silverlight applications. Most Silverlight applications rely on XAML to implement the right UI controls and managed code to implement the functionality. Using XAML, you can quickly add buttons, forms, images, video, and animations to your Silverlight applications. In this chapter, you learned how to:

,fi, ... ,fj, ... ,rNlri,rj)

(5.3.1)

where the' indicates that the term is absent. In (5.3.1), P(ri) is the probability density function of finding particle i at ri and p(rj Ird is the conditional probability of finding the jth particle at rj given the ith particle at rio The states of the particles S], S2, ... , SN can also be introduced. The state of the particle can indicate its size and, in the case of the nonspherical particle, its size and orientation. The probability of the set of N particles located in the volume element M] M2 M N with their states in the region ds]ds2 dsN is given by p(r],r2, ,rN;Sl,S2, ... ,SN)M]M2 MNdsl dS 2 ... dsN, a quantity whose integral is normalized to unity. If the particles are uniformly distributed, the single particle probability density function is p(ri) = 1/V. We note that while the Green's function and the exciting field Green's functions G and G l , l = 1,2, ... , N, are functions of all the particles, T l is only a function of the lth particle. Taking a configurational average of (5.2.10) gives

n Create Silverlight controls in XAML n Use Grid and Canvas controls to quickly and precisely lay out applications n Transform the scale, skew, rotation, and opacity of Silverlight controls n Implement solid color, gradient, image, and video brushes to liven up Silverlight controls n Create and implement Storyboard animations n Attach event handlers to Silverlight controls

E(TjGj )

(5.3.2)

E(TjG j ) =

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