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those discarded. The dummy bit level is set midway between the binary 1 and 0 levels, so they do not affect the decoding process. The block schematic for the decoder is shown in Fig. 11.12 (Burr, 2001). The demultiplexer provides outputs for the data sequence and parity-1 and parity-2 sequences. These outputs are soft, meaning that some measure of the bit level is used rather than a hard decision output of binary 1 or 0. For example, assuming a threshold decision level of 0.5V, the demultiplexer output might be 0.9V, 0.7V 0.1V, 0.2V, 0.9V, 0.65V, 0.3V, suggesting a hard decision binary sequence of 1 1 0 0 1 1 0. However the hard decision output does not make use of the likelihood of the hard decision being correct. The 0.9V level is obviously more likely to be a binary1 than the 0.65V level. A statistical measure termed the log-likelihood ratio (LLR) is most commonly used. For a given received value r, let p(1/r) represent the probability that a 1 was transmitted, and p(0/r) the probability that a 0 was transmitted. The log likelihood ratio is defined as LLR loge a p(1>r) p(0>r) b (11.23)

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Where the transmission of 1s and 0s are equiprobable, (the probability of either a 1 or 0 occurring being 1/2 , rather like the probability of heads or tails of a the toss of a fair coin) the LLR becomes: LLR loge a p(r>1) p(r>0) b loge p(r/0)

(11.24)

Economics is a social science that studies individuals and organizations engaged in the production, distribution, and consumption of goods and services. The goal is to predict economic occurrences and to develop policies that might prevent or correct such problems as unemployment, in ation, or waste in the economy. Economics is subdivided into macroeconomics and microeconomics. Macroeconomics studies aggregate output, employment, and the general price level. Microeconom-

loge p(r/1)

2 1 0

(16.8)

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Explaining the inner workings of Windows requires much more space than is available in this book. But you don t need an extensive knowledge of the Windows workings to create useful

For NTSC analog TV, (see Sec. 9.5) Lact 483, L 525, a 4/3 Flfb 30. With K 0.7. Calculate the highest video frequency.

Digital TV Parameters as used in Eq. (16.8) L 525 525 525 525 525 525 525 525 525 525 525 525 750 750 750 1125 1125 1125 Lact 480i 480p 480p 480p 480i 480p 480p 480p 480i 480p 480p 480p 720p 720p 720p 1080i 1080p 1080p Flfb 1.13 1.13 1.13 1.13 1.13 1.13 1.13 1.13 1.22 1.22 1.22 1.22 1.29 1.29 1.29 1.15 1.15 1.15 Aspect ratio a 4:3 4:3 4:3 4:3 4:3 4:3 4:3 4:3 16:9 16:9 16:9 16:9 16:9 16:9 16:9 16:9 16:9 16:9 F, Frames per second 30 24 30 60 30 24 30 60 30 24 30 60 24 30 60 30 24 30

Format type SDTV EDTV EDTV EDTV EDTV EDTV EDTV EDTV EDTV EDTV EDTV EDTV HDTV HDTV HDTV HDTV HDTV HDTV

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ics studies the economic behavior of individual decision makers such as consumers, resource owners, and business rms. The discipline of economics has developed principles, theories, and models that isolate the most important determinants of economic events. In constructing a model, economists make assumptions to eliminate unnecessary detail to reduce the complexity of economic behavior. Once modeled, economic behavior may be presented as a relationship between dependent and independent variables. The behavior being explained is the dependent variable; the economic events explaining that behavior are the independent variables. The dependent variable may be presented as depending upon one independent variable, with the in uence of the other independent variables held constant (the ceteris paribus assumption). An economic model will also specify whether the dependent and independent variables are positively or negatively related, i.e., moving in the same or opposite directions.

NOTES: HDTV high-definition television; SDTV standard definition television; EDTV enhanced definition television; p progressive scanning; i interlaced scanning. SOURCES: Booth, 1999; www.timefordvd.com, 2004; Maxim/Dallas, 2001.

0.7 2

16 9

CHAPTER 1 THE VBA INTEGRATED DEVELOPMENT ENVIRONMENT (VBAIDE)

16.1. Referring to Fig. 16.1, calculate (a) the total number of transponders broadcasting from each of the orbital positions shown and (b) the total number of transponders in use by each service provider. 16.2. The [EIRP] of a 240-W transponder is 57 dBW. Calculate the approximate gain of the antenna. 16.3. The transponder in Prob. 16.2 is switched to 120 W. Calculate the new [EIRP], assuming that the same antenna is used. 16.4. Draw accurately to scale the transponder frequency plan for the DBS transponders 5, 6, and 7 for uplink and downlink.

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