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the x axis. With these conditions, when scanning the wavefront along horizontal lines the same fringe is not scanned twice. The problem with this method is that the introduction of the large tilt that opens the fringes also decreases the fringe spacing. The minimum fringe spacing occurs where the sum of the slope of the wavefront under test plus the slope of the reference wavefront tilt is the largest. In a rotationally symmetric aspheric wavefront, the fringes are concentric rings and also in many other interferograms the fringes may close, forming loops. This kind of interferograms are dif cult to analyze and frequently some special complicated techniques have to be used. A second and more important disadvantage is that the fringe spacing is quite small near the edge of the pupil. When sampling an interferogram where the Nyquist condition is violated, each pupil detector measures the average intensity of the light falling over its small area. If the fringe spacing is smaller than twice the pixel size, the image of the fringes is washed out or the contrast will be greatly reduced if these two dimensions are similar as shown in Figure 12.3(a). If the pixel size is much smaller than its spacing, instead of a low fringe contrast, some false spurious fringes will appear, as shown in Figure 12.3(b). This effect is known as aliasing. Most CCD detectors have a pixel spacing almost equal to the pixel size. So, fringe aliasing is not common.



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Other similar phenomena and a systematic description of the modes of viewing that produce them have been described nicely in 5 of the OSA (1963) publication, The Science of Color. Following are the ve modes of viewing de ned in the OSA chapter: 1. 2. 3. 4. 5. Illuminant Illumination Surface Volume Film





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13. K. Hugl, L. Laurila, and E. Bonek. Downlink performance of adaptive antennas with null broadening. IEEE Vehicular Technology Conference Proceedings, pages 872-876, 1999. 14. M. Hunukumbure, M. Beach, B. Allen, P. Fletcher, and P. Karlsson. Smart antenna performance degradation due to grating lobes in fdd systems. Proceedings of 9th COST 260 Meeting on Smart Antennas: CAD and Technology, May 2001. 15. M. Skolnik. Introduction to Radar Systems, page 284, 1980. 16. S.Deghan, D. Lister, R. Owen, and P. Jones. W-cdma capacity and planning issues. IEE Electronics and Communications Engineering, 12(3):101-118, June 2000. 17. A. V. Oppenheim and R. W. Schafer. Discrete Time Signal Processing, pages 447-448. Prentice Hall, 1989. 18. J. F. Kaiser. Nonrecursive digital filter design using the io-sinh window function. IEEE Circuits and Systems Conference,pages 20-23, April 1974. 19. M. Ghavami. Wide-band smart antenna theory using rectangular array structures. IEEE Transactions on Signal Processing, 50(9):2143-2151, September 2002. 20. D. B. Ward, R. A. Kennedy, and R. C. Williamson. Fir filter design for frequency invariant beamformers. IEEE Signal Processing Letters, 3(3):6971, March 1996.

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For the differentiation of C-', use may be made of (D.13): (6.130) The expressions (6.128) for the gradient and the expression (6.129) for the Hessian matrix define the Newton step for maximizing the log-likelihood function if the probability (density) function of the observations is a linear exponential family.

FIGURE 6.3 Measured E-plane radiation patterns of three fabricated microstrip antennas; parameters are given in Table 6.1. (From Ref. 1, C 1998 IEE, reprinted with permission.)

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Like creating users, creating groups can be done in either text mode or by using graphical utilities. To create a group in text mode, you use the groupadd command. The groupadd command functions similarly to useradd and requires you to add some additional information on the command line. A typical groupadd command might look like this:

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and is equal to zero elsewhere. The scalar a is positive. It can be shown that for this distribution E u = 2 ( 2 / ~ ) 4 Let the elements of w = (w1 . . W N ) be N independent a. . ~ stochastic variables having a Maxwell distribution with Ew, = g,(6).

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