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where Q(x) denotes the pumping rate of a speci c pumping test. That is, for pumping test p, Q(x) is zero for all positions x except for a very small region around xp . Equation (3.1) is to be restricted with respect to the H measurements obtained from all the pumping tests (1 p nq ) such that a suitable heterogeneous eld K(x) can be found. As boundary conditions for (3.1), it is common to divide the boundary of into two disjoint parts: = 1 2 , where on the Dirichlet boundary 1 , the value of H is prescribed: H| whereas on the Neumann boundary
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10. Apply whatever additional effects strike your fancy. I returned to the type layer and chose Layer Layer Styles Bevel and Emboss. Then I selected the Outer Bevel setting to create the letters shown in Figure 15-28. I also applied the Drop Shadow effect to the text in the upper-right corner and the Pillow Emboss effect to the Jelly-Vision logo. As the enlarged view of the Jelly-Vision logo in Figure 15-29 shows, Photoshop s layer effects can work super-fast miracles on type. In a matter of seconds, I was able to transform the top example in the figure into the bottom one.
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TABLE 4.12. Counting During Problem Solving in Countries and Domains (N 31) Country Amount of Counting No answer Little (,2) Medium (2 3) Much (.4) Netherlands 0 7 4 7 Indonesia 2 3 1 7 Staff 0 3 1 6 Domain Production 1 3 1 4 Transportation 1 4 3 4
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structure. The three-dimensional arrangement of electrons within the molecule is represented as an electron density map. In this section we will describe how Bragg re ections may be used to calculate an electron density map for the crystallized molecule. A large molecule such as a protein can generate hundreds of thousands of individual Bragg re ections, much more than crystals of low molecular mass organic/inorganic molecules. This is because there are thousands of individual atoms in a protein. Moreover, the intensity with which large molecules diffract X-rays is signi cantly lower than that for small molecules which means substantially more weak re ections. The calculation of an electron density map from a large molecule such as a protein therefore represents a signi cantly more dif cult task than a similar calculation for a small molecule, even though the individual steps which need to be taken are substantially similar. In current practice, calculation of electron density maps is carried out with the aid of powerful computer programs the availability of which is largely responsible for the speed with which macromolecu-
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Following are some key points discussed in this chapter:
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If you work only in Source view you can avoid the problem. You can switch to Layout (or Outline) to look at your page, but you can t make any changes to the page in these views. The act of changing your code in Layout or Outline causes the rewrite that is problematic.
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It is easy to con rm that |b| 1 for all e such that 0 e 1 because 0 sin2 ( h/2) 1 for all all h R. We note that s 2 2bs + 1 = 0 for s = s1 , s2 , where (12.118) s1 = b + b2 1, s2 = b b2 1. If |b| > 1, then |sk | > 1 for some k {1, 2}, which can happen if we permit e > 1. Naturally we reject this choice as it yields unbounded growth in the size of k,n as n . If |b| 1, then clearly |sk | = 1 for all k. (To see this, consider the product s1 s2 = s1 s1 = |s1 |2 .) This prevents unbounded growth of k,n . Thus, we have validated the CFL condition for the selection of Courant parameter e (i.e., we must always choose e to satisfy 0 < e 1). Example 12.4 Figure 12.4 illustrates the application of the recursion (12.108) to the vibrating string problem of Example 12.1. The simulation parameters are stated in the gure caption. The reader should compare the approximate solution
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DWF files are an image format for drawings. Originally meant for displaying drawings on the Web, they re now used for any situation where you don t want to send the actual DWG file. The 2D DWF format allows for multiple pages. You can include as many drawings as you want, plus as many layouts as you ve created for each drawing. The DWF format has several advantages: It is a vector format. Viewers can zoom in closely and see the details clearly. 2D DWF files are 2D representations, similar to a plot. The actual objects are not available to the viewer. They cannot edit the drawing or access object information such as layers, object coordinates, and so on. This feature maintains security for the creator of the drawing. DWF files are compressed while being transmitted. Their small size reduces the time it takes to download and view them. The Autodesk DWF Viewer enables people without AutoCAD or AutoCAD LT to view your drawings. You can also post DWF drawings on a Web site. Some drawing information is available. For example, viewers can zoom to named views. If you choose, they can also turn layers on and off. New for AutoCAD 2006 is the inclusion of block properties and attributes, as well as sheet set information. 2D DWF files support URL links to other drawings, data, or files. You can provide the viewer with supporting schedules, and so on. (3D DWFs don t support hyperlinks.)
Appendix A: Exercise Solutions
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