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biotech market has often been less than optimum, the industry as a whole has maintained good standing, especially in the areas of pharmaceuticals, mili tary, computing, and medicine The pharmaceuticals biotech industry in the United States receives a good rating because of its increasing perfor mance at home and abroad As noted in the nancing section above, phar maceutical companies in the United States have consistently increased global market share The geographical distribution of the $45 billion in pharmaceutical sales outside of the United States for PhRMA member companies in 2000 is shown in Figure 75 Although PhRMA isn t all-inclusive, the percentages should be applicable to the entire US pharmaceu tical industry Western Europe is the largest regional contributor to the US pharma ceutical market, with about 42 percent of total sales Japan (118 percent), Latin America (8.

..4C)

Scallerlng Angle (degree)

Figure 4.5.5 Comparison of bistatic scattering coefficient from three types of surfaces: (a) rock surfaces of Fig. 4.5.1, (b) snow surfaces of Fig. 4.5.2, and (c) soil surfaces of Fig. 4.5.3.

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The rst step in building a user interface is to build the outside to add controls to the form to de ne its appearance Anyone doing any Visual Basic or other visual programming language already knows how to do this, so only the high-level steps are described here To create the visual elements of a form: 1 Right-click the project and select Add | New Item from the context menu, or select Project | Add New Item from the main menu bar Alternatively, you could select Add | Windows Form from the context menu, or select Project | Add Windows Form from the main menu bar 2 Select the Windows Form template, name the form, and click the Add button If you created your own form template using steps from the preceding chapter, you can use your form template here Use standard naming conventions for your form name One recommended standard uses the entity name with a suf x de ning the type of project item You could use a suf x of Win (ProductWin) or Form (ProductForm) Whichever you select, be consistent

servation check to less than 1%. From Figs. 4.5.5a-4.5.5c and Table 4.5.3, it is seen that the backscattering from the calculated spectra (82 surfaces) are within 1.1 dB ofreal-life surfaces (81 ) for all cases. Note that because of the limited number of real-life profiles, the calculated power spectrum W(K n ) from 8 1 still oscillates (Fig. 4.5.4). This W(Kn ) is also used to generate 82 profiles. Nevertheless, the backscattering from 8 2 surfaces all converge to within 1.1 dB of the correct results. From Table 4.5.3, we can see that the backscattering level of the powerlaw spectrum that are used to fit the measured spectrum and the real-life surfaces are not in good agreement. For rocks (Fig. 4.5.5a) the best-fit spectrum model scattering result is 5.6 dB above that of the real-life surface. For snow surfaces, the scattering solutions between the real-life and best-fit spectra have a 4 dB difference. The power-law spectrum of soil provides a better fit of the spectrum than snow or rocks over a wider range of spatial frequencies. Based on this observation, it would seem that the soil-surface case will likely give the best scattering agreement. However, it gave a 4.3-dB difference in backscattering. If we take the point of view of the first-order small perturbation model, the average backscattering is proportional to the spatial frequency component 2k sin Oinc of the spectral density, i.e., W(2k sin Oinc). Thus SPM says that only the spectral component 2k sin Binc in the spectrum matters in backscattering. For the cases considered, 2k sin (hnc is approxi-

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