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We illustrate numerical results of the radiation as given by (J(cPs) of (12.3.74). The fractional volume of cylinders is at f = 0.0005, and the size of the cylinders is such that ka = 0.05, or a = 0.00796)., where .\ is the wavelength. The size ofthe aperture is b = 2a = 0.0159.\ (see Fig. 12.3.3). The separation between the parallel plates is such that kd = 0.3. In Figs. 12.3.4a-c, we show results of (J( cPs) for N = 16, 64 and 256 cylinders, respectively. The positions of the cylinders are chosen stochastically using the shuffling algorithm in Section 2.1 of 9. For each case, the size of the square area in which the cylinders are placed are (2.52>.)2, (5.04.\)2, and (10.08>' respectively for N = 16, 64, and 256 cylinders. The source cylinder j is chosen that it is the cylinder that is closest to the center of the square. The voltage is Vj = 1 volt. The magnetic ring source is placed at z = dj2. We plot results for (J(cPs) with the observation point at z = -dj2. The total power per unit 27r length in direction, P = Jo dcPs(Js(cPs) are 0.10,0.11, and 0.11 respectively for 16, 64, and 256 cylinders. We note that when there are more cylinders, the radiation pattern has more angular fluctuations.

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(2.1.41)

Open the Purchase class in the Code Editor Create an overloaded Create method to accept a DataRow object as a parameter, as shown in this section Run the application It displays your splash screen and then shows the MDI parent form Select Purchase Tracker | View Purchases to display the PurchasesWin form You can select any customer from the list and view the associated purchases If necessary, add more sample data to your database to fully test this feature

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As discussed in 2, legal maneuvering by the pharmaceutical com panies that can extend the patent protection of a drug by a few months can result in billions of added revenue. The legal-regulatory infrastructure in biotech encompasses the people and processes that bring the technology to bear on biotech challenges and opportunities. Laws and regulations re ect and shape public opinion toward biotech and provide nancial incen tives for some corporate activities and deterrents for others. Rules regarding monopolies and other forms of unfair competition, taxation, and other business matters at the local, state, national, and international levels de ne the playing eld of business. This section reviews the key legal-regulatory infrastructure agencies that affect the U.S. biotech in dustry. These are listed in Figure 5.2. Although the discussion is focused on the United States, the basic agencies or their functions comprising the legal-regulatory infrastructure exist to some degree in the members of the European Union, Japan, and many other countries.

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(2.1.42) is the self field. The source is an infinitesimal volume Vb of relative permittivity E = EplE (i.e. relative to the background E), and with internal field r E(r) inside Vb. On the other hand, the first two terms on the right-hand side of (2.1.41) is the contribution to E(r) from the incident field and its surrounding medium. Since Vb -----+ 0, the self field Eself(r) can be interpreted in terms of electrostatic field created by free charge and polarization charge densities and surface charge densities. On the other hand, if the vector potential and scalar potential are used, we have the volume integral equation of (2.1.37). The subject of singularity of the dyadic Green's function are discussed in [van Bladel, 1961; Livesay and Chen, 1974; Yaghjian, 1980; Tsang et. al. 1985; Chew, 1990]. We note that by comparing (2.1.37) and (2.1.39) that the term due to electric current

] is benign. The singularity comes from the electrostatic part of electric field due to charges that are in the third term of (2.1.37) and (2.1.39). Thus we shall use electrostatics and examine how electric charges and polarization charges produce electric field in the source region. In the electrostatic limit

(2.1.43)

(2.1.44) (2.1.45) (2.1.46)

Unless you are building a read-only application, you also need code to save the properties of the objects back to the database To save the properties of a business object, add a Save method that calls the same ExecuteDataTable method in the DAC but passes every property as a parameter The code in a sample Save method is as follows:

Din) = Ps (2.1.47) where "out" and "in" represent the outside and inside of the particle respectively. If we use polarization density, with E being the background permittivity,

n' (D out -

(2.1.48) (2.1.49) (2.1.50)

PP = - \7 . P = - \7 . [(Ep(r) - E)E]

Hundreds of federal, state, and local regulatory agencies de ne the legalregulatory environment for pharmaceuticals, agricultural biotech, and

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