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beneath this surface owing layer rotate nearly as a solid body with the blender until they reach the surface. One can solve for ow and transport subject to certain simplifying assumptions in this regime as well. For this solution, one assumes that the grains are so small as to be regarded as a continuum and one takes the free surface to be nearly at, as sketched in Figure 15-13a. The interface between the owing layer and the bed beneath has been determined experimentally and computationally to be roughly parabolic in shape, and by demanding mass conservation at this interface, one can construct continuum ow equations for this system. If one simulates the mixing in an idealized disk blender of mechanically identical grains initially separated by color to left and right of a vertical central plane, one obtains the results displayed in Figure 15-13b (for a particular ll level and owing layer depth). Corresponding experimental results are shown in Figure 15-13c.

If you test the example, the connection stays active until you either close the prompt or you type exit when connected to the application, which informs the socket server to close your connection. You can also type anything besides exit or the previous question and the response will be your input in uppercase. This simple example does not have support for multiple clients, so once the client is closed, the server ends as well. In the second part of this chapter you build a complete socket-based multiuser chat application that by definition will allow more than one connection at a time. You should now understand how sockets work in PHP as well as how to implement them in different ways, depending on the application. The next part explains how sockets work in Flash. Then in the final chapter, you combine Flash and PHP to send/receive information using sockets.

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A while statement helps you to execute a block of statements repeatedly while a condition is true. The structure of the while statement is the following:

To specify a background image using the Page Properties, choose Modify Page Properties or select Page Properties from the Property inspector. In the Page Properties dialog box, choose the Appearance (CSS) category. Select a graphic by clicking the Browse button next to the Background Image text box. You can use any file format supported by Dreamweaver GIF, JPEG, or PNG. Choose your tiling options from the Repeat list.

Video-CDs (VCDs) are similar in some ways to DVD, with the exceptions that they are stored on CD media, use MPEG-1 compression, and do not have the same level of interactivity. The quality of a VCD is roughly equivalent to VHS, although this digital format does not degrade with multiple viewings. This format is popular in countries throughout Asia, where it has practically replaced the VCR. If you have a CD-R burner on your computer (which comes standard on most computers sold today), then you have a way to burn inexpensive copies of a video program as a VCD using the lowerquality MPEG-1 format, which is approximately half the resolution of DVDs MPEG-2.The difference in quality is noticeable, and may be extremely distracting at points in complex or high motion portions of your video, which can cause extreme pixelation and blockiness of the image. For these reasons, VCD is a terrible broadcast or archival format, although it can still be great for cheaply delivering a video program for use with computer software players or in many set-top DVD players, many of which also play VCDs.

4-12.5.2 Calibration and 3D Reconstruction. To reconstruct the true 3D (X,Y,Z) displacements from two 2D (x,y) displacements as observed by the two cameras, a numerical model is necessary that describes how each of the two cameras image the ow eld onto their CCD chips. Using the camera imaging models, four equations (which may be linear or nonlinear) with three unknowns are obtained. Instead of a theoretical model that requires careful measurements of distances, angles, and so on, an experimental calibration approach is preferred. The experimental calibration estimates the model parameters based on the images of a calibration target as recorded by each camera. A linear imaging model that works well for most cases, the pinhole camera model, is based on geometrical optics. This leads to the following direct linear transform equations, where x,y are image coordinates, and X,Y,Z are object coordinates. This physics-based model cannot describe nonlinear phenomena such as lens distortions. X A11 A12 A13 A14 kx Y ky = A21 A22 A23 A24 (4-42) Z k A31 A32 A33 A34 1

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