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We note from (4.3.36) that for the real part, Re( Eelf) ~ Re( Eg ). However, for the imaginary part, both the absorption attenuation and scattering attenuation are included in the imaginary part of Eelf, whereas Eg contains only the absorption effect in its imaginary part. 3.4 Backscattering Coefficients Consider a plane wave incident on a half-space dielectric mixture with effective permittivity Eelf. The field F(r) is decomposed into a coherent part (F(r)) and an incoherent part F(r), F(r) = (F(r)) + F(r). In 6, Section 2.3 of Volume I, we applied the Born approximation. In this section, the distorted Born approximation will be used to calculate the incoherent scattered field. The distorted Born approximation corresponds physically to the single scattering of the coherent field. It is also known as first-order multiple scattering [Ishimaru, 1978]. The scattered intensity (IF(rW) in the upper half-space is, under the distorted Born approximation,

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(IF(r) 1

Configuring a Silverlight DLR Application ........................................................................343 Embedding a Silverlight DLR application in a Web page .........................................344 Building the AppManifest.xml file ...........................................................................345 Using Chiron ....................................................................................................................346 Using Chiron as a Web server to test applications ...................................................346 Creating an XAP file ................................................................................................348 DLR Console on the Web..................................................................................................348 Creating an IronPython Silverlight Application .................................................................349 Creating XAML for the IronPython Silverlight application .......................................350 Creating a manifest for the IronPython Silverlight application .................................350 Providing access to CLR libraries and namespaces in Python...................................351 Accessing XAML from IronPython ..........................................................................352 Implementing event handling in IronPython ...........................................................352 Adding dynamic XAML using IronPython ...............................................................353 Example of an IronPython Silverlight application ....................................................354 Creating an IronRuby Silverlight Application ....................................................................357 Creating XAML for the IronRuby Silverlight application..........................................357 Creating a manifest for the IronRuby Silverlight application ....................................358 Providing access to CLR libraries and namespaces in IronRuby ...............................359

= k;

= =* -* x C~(lrl -r21)((G 01 (f,ft}) (F(rt})). ((G OI (r,f2))' (F (r2)))

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(4.3.37) where (4.3.38)

The Silverlight DLR also gives you the ability to implement event handling for XAML objects inside your IronRuby code. This provides you with the ability to implement fully functional event-driven IronRuby applications that drive a rich Silverlight UI. Using the root element of the XAML, you can access objects in the XAML and attach event handlers to them. Consider the code in Listing 11.6 that specifies a Button control named myButton. You can use the following IronRuby code to attach a Click event handler to the myButton control:

A denotes the area of observation by the radar, and (G o1 (r, rt}) is the mean Green's function with r in the upper half-space and r1 in the lower half-space. The coherent reflection and transmission coefficients for random scattering in the low-frequency limit are the classical Fresnel reflection and transmission coefficients with the permittivity of the lower region replaced by the effective

permittivity of the random medium. Thus, we shall make this assumption in calculating the half-space mean Green's function and the mean field in the lower half-space. For incident horizontally polarized wave with amplitude Eo, the mean field in the random medium is

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E 0 X Oli e if( ' .1'

@xaml.myButton.click{|sender, args| onClick(sender, args)}

(4.3.39)

,A (

1 1 -

Then you can implement an IronRuby event handler function similar to the following to handle the Click event on the button:

}( )

k I( e iK.r '

(IV.3.11) (IV.3.12)

(4.3.40)

The IronRuby event handler function gets the sender object, which in this case is a Button control, and sets the Content attribute to Clicked.

where the subscript i is used to denote incident direction. In (4.3.39) and (4.3.40), I<i = xk ix +fJkiy - zI<iz denotes the transmitted wave vector of the coherent field in the effective medium of the lower half-space, and K is the effective propagation constant I< = W v'/Lofeff. Since the observation point r of (G OI (r, r')) i::> in the far field in region 0, We obtain

It [

(Go1(r,1"))

Event handlers are discussed in much more detail in 8. Although that chapter focuses on C# and Visual Basic programming, the event types and arguments are very similar, and you can use that chapter as a reference for IronRuby event handlers.

= ;(~,:

+ k YJ()8 h (k sz )h l (I<sz)

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