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6.19 I took this portrait of my assistant Aaron using a speedlight tted with the new Traveller8 collapsible softbox. Another speedlight with a blue gel and a -inch grid attachment adds visual interest to the background.

The following entries should be made to the web.xml file to support this servlet:

Later on in the text we shall have reason to study the performance of digital communication systems over correlative fading channels. Such channels occur, for example, in small-size terminals equipped with space antenna diversity where the antenna spacing is insuf cient to provide independent fading among the various signal paths. In such instances, the received signal will consist of two or more replicas of the transmitted signal with fading amplitudes that are correlated random variables. In order to assess the performance of receivers of such signals, it is therefore necessary to study the joint statistics of correlated random variables with probability distributions characterized by the various fading channel models of 2. One important application of this scenario pertains to a system wherein the channel is assumed to be modeled by two paths and as such the receiver implements a diversity combiner with two branches. Evaluation of the performance of such a dual-diversity combining receiver (to be discussed in great detail in 9) requires, in general, knowledge of the two-dimensional (bivariate) fading amplitude PDF and CDF. For the speci c case of selection combining (SC) [1, Sect. 10-4, p. 432], the combiner chooses the branch with the highest signal-to-noise ratio (or equivalently with the strongest signal assuming equal noise power among the branches) and outputs this signal to the threshold decision device. To evaluate performance in this instance, it is suf cient to obtain the one-dimensional PDF and CDF of the SC output which is tantamount to nding the PDF and CDF of the maximum of two correlated fading random variables. The SC output CDF is

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Figure 9-9: This criteria range uses multiple columns that select records using a logical AND operation.

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As we mentioned previously, vi utilizes 36 buffers into which you can cut or copy (or, as vi says, yank) file data. Unless you specify a buffer number or letter, the data is cut or copied into buffer 0 by default. There are also many commands available for copying or moving text in Command mode. We list several ways of doing so in Table 10.3, along with two commands to use if you want to undo the action. These commands are handy enough for copying or moving text but are not as popular as the line by line technique we will describe next. Meanwhile, for additional commands to those we list in Table 10.3, check Appendix A as well as the man pages and other information sources.

Above the access protocol, point-to-point, or point-to-multipoint protocols may be used for reliable communications through the network, which include error recovery and data flow control. These are intranetwork communication protocols specifically designed for satellite transmissions in the VSAT network [Ref. 2]. Factors that need to be taken into account in the design of internal VSAT network protocols include the special characteristics of the network, such as the star topology of VSAT networks as well as the multiple access method, which have an impact on data throughput and call setup time performance of the VSAT network.

GigE-1

Printed array antenna (an example)

Earth station (ES) elevation angle Downlink e.i.r.p. toward smallest ES Path loss Smallest ES G/T Margin for tracking error, rain, etc. (C/T)down = b c+d e

a) Multichannel telephony systems The easiest way to apply energy dispersal to this type of system is to add a dispersal waveform at a frequency which is below the lowest frequency of the baseband signal to be transmitted. The waveform may be sinusoidal or triangular, or may be a band of low-frequency noise. Among these, the triangular wave is considered to be the most practical from the viewpoint of the ease of implementation and its dispersal effect which has been shown to be within 2 dB of the dispersal obtained under full-load conditions. Figure 3.3 shows an example of a triangular wave used as a dispersal signal. This is often referred to as "symmetrical triangular" because it has equal rise and fall times. Careful attention has to be paid to maintain the linearity of the waveform. Non-linearity such as roundings of the peaks will result in a deterioration of the dispersal efficiency.

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