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rates are polarization dependent, while for completely random orientation, the extinction rates are polarization independent; (3) the co-polarized part of the phase matrix is smaller than that of independent scattering, while the depolarized part is larger than that of independent scattering. This means that the ratio of cross-polarization to co-polarization is significantly higher than that of independent scattering. Let an incident electric field Einc("r) be impinging upon N number of randomly positioned small spheroids (Fig. 10.3.1). Spheroid j is centered at rj and has permittivity Ej, j = 1,2,3, ... ,N. The discrete scatterers are embedded in a background with permittivity E. Particle j occupies region Vj. Let Ep(r) be the permittivity as a function of '1,

Ever draw a owchart If you have ever taken a computer class, you have probably created a procedural model of a software project in the form of a owchart or data ow diagram, like the model shown in Figure 14

Ep(r)

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price, speed, ease of customization, accuracy, and repeatability. For exam ple, one of the problems with gene chip technology is that different nd ings result from an identical sample of the patient s DNA used on different gene chips. First-generation gene chips suffered from poor repeatability, in that two chips processed with identical samples of patient DNA often pro vided different results. The early gene chips also required large, complex, and expensive reading machines. Because the eld is undergoing considerable consolidation, it s likely that many of the companies listed in Figure 3.5 will be short-lived in their current form. A company that represents the gene chip industry is Affymetrix, Inc., which established the market for gene chips by pioneering the use of integrated circuit (IC) fabrication technology in creating mi croarrays. The technology enables the manufacturer to t a quarter million tests (probes) onto a single ngernail-sized chip. The prior generation of microarrays, which were based on analog spotting technology, could hold only a few thousand probes per chip. The performance of Affymetrix stock follows the general trend in

(10.3.41)

Then the volume integral equation is. from (10.3.9)

dr' \7/9('1, '1/) .Pj(r')

(10.3.42) where Pj(r) = EXj(r)Ej(r). To solve (10.3.42) by the method of moments, we expand the electric field E j (r) inside the j th spheroid in a set of Nb basis

Drawing this type of owchart or data ow diagram de nes what a program needs to do, but it does not provide a model of the business As businesses and the applications needed to support them become more and more complex, the procedural design model becomes too cumbersome and in exible Even minor changes to the business procedures can result in major changes to the ow

Ej(r)

ajOO]joo(r)

(10.3.43)

00=1

Businesses tend to deal with things: customers, sales orders, and wid02fig02eps 62765779 pickup 072898 gets These things, or objects, have certain behaviors: customers place orders, sales orders need to be lled, and widgets need production The objects also have properties: customers have addresses, sales orders have quantities and prices, and widgets have styles and colors The basic premise of an object-oriented approach is to model realworld things and real-world concepts This approach keeps the real-world issues in focus and results in a design that forms a closer t with the real world

biotech industry, with a signi cant slide following the bubble in 2000 (see Figure 3.6). Despite the marked decrease in stock price, Affymetrix man aged to maintain signi cant market share in the face of erce competition. For example, in the late 1990s, three deep-pocketed technology giants Motorola, Corning, and Agilent entered the gene chip market. Although Affymetrix managed to maintain about half of the market through the rst half of 2003, Motorola and Corning left the market after incurring signi cant losses, leaving Agilent in the market as a minor player.

Here the spheroid is assumed to be small, we choose the basis functions in (10.3.43) to be the electrostatic solution of that of a spheroid. Let the jth spheroid be centered at rj with

(10.3.44)

and the symmetry axes of the spheroid be Xbj, Ybj, and Zbj with respective semi-axes lengths be aj, aj, and Cj. The orientation of the symmetry axis Zbj is

(10.3.45)

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