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(4.3-23)
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which is the Lagrangian density of a free scalar field of mass rnt = [see (2.41) and (8.4)]. The mass is real and positive since p2 < 0. This is an exceedingly simple example, but it contains most of the features that characterize spontaneous symmetry breaking:
The example in this section is an enhanced version of the ChangeCase procedure presented at the beginning of the chapter. Recall that the original version of this macro changes the text in the selected cells to uppercase characters. This modified version asks the user what type of case change to make: uppercase, lowercase, or proper case (initial capitals).
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1. Select the text or image to which you d like to attach the server behavior. 2. From the Server Behaviors panel, choose Move To Specific Record from the Recordset Paging submenu. The Move To Specific Record dialog box is displayed, as shown in Figure 34-6.
Re = ( f v D)/ f , where v is the average axial velocity, uid and uid are the uid density and viscosity, and D is the diameter of the mixer housing.
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In this chapter, we will address the synthesis problem for conformal array antennas. Previous chapters have mostly dealt with analysis of various types and shapes of conformal antennas. The inverse problem synthesis is usually more difficult than the analysis. It is in many cases nonlinear, and there is usually no unique solution to the problem. And yet, this is the problem that faces the design engineer all the time. The main focus here is on various methods for antenna pattern synthesis. However, synthesis of a conformal array antenna entails more than synthesizing a pattern. One should also include the problems of optimizing the shape, the distribution of radiating elements, optimizing the impedance characteristics, polarization, bandwidth, and so on. A coherent approach to all of this is not possible due to the difficulty of specifying all requirements in a rigorous way. We will, however, touch upon these aspects as well, and some related material is also found in the other chapters. 10.1 INTRODUCTION Antenna pattern synthesis is a vast subject in the antenna literature. The amount of publications is extensive; see, for example [Schell and Ishimaru 1969, Bucci et al. 1994]. Most papers deal with linear array antennas; the results can then be carried over to planar antennas. It is in general not possible to use these results also for curved arrays, although projections of excitations from a planar case to a curved array have been attempted.
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