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ExternalReference objects from the drawing. This includes linetypes, text styles, dim styles, nested block definitions, and layers.

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Example 12.17 In an FM satellite system, the clear-sky downlink [C/N] ratio is 17.4 dB and the FM detector threshold is 10 dB, as shown in Fig. 9.12. (a) Calculate the threshold margin at the FM detector, assuming the threshold [C/N] is determined solely by the downlink value. (b) Given that Ta 272 K and that TS,CS 544 K, calculate the percentage of time the system stays above threshold. The curve of Fig. 12.8 may be used for the downlink, and it may be assumed that the rain attenuation is entirely absorptive.

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Solved Problem 14.2 Refer to Figure 14-3, which contains the market demand curve facing a monopolist. a. What price should the monopolist charge without price discrimination if its best level of output (given by the point where MR = MC) is OB What would the TR be How much is the consumers surplus b. Suppose the monopolist sold OA units at price OF. In order to induce consumers to buy AB additional units, it lowers its price to OC only on AB units. How much would TR be now How much of the consumers surplus remains Solution: a. The highest price the monopolist can charge (without price discrimination) to sell OB units is OC. The TR would then equal the area of rectangle OCKB. Consumers surplus is CGK. b. TR is OFHA (for OA units) plus AJKB (for AB units). Note that price discrimination has increased TR by CFHJ (and this is the amount by which the consumers surplus declined). Consumers surplus is now only FGH plus HKJ.

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Solution (a) Since it is assumed that the overall [C/N] ratio is equal to the downlink value, the clear-sky input [C/N] to the FM detector is 17.4 dB. The threshold level for the detector is 10 dB, and therefore, the rain-fade margin is 17.4 10 7.4 dB.

(b) The rain attenuation can reduce the [C/N] to the threshold level of 10 dB (i.e., it reduces the margin to zero), which is a (C/N) power ratio of 10:1 or a downlink N/C power ratio of 1/10.

For clear-sky conditions, [C/N]CS 17.4 dB, which gives an N/C ratio of 0.0182. Substituting these values in Eq. (12.60) gives 0.1 5 0.0182 3 aA 1 sA 2 1d 3 272 b 544

Solving this equation for A gives A 4, or approximately 6 dB. From the curve of Fig. 12.8, the probability of exceeding the 6-dB value is 2.5 10 4, and there4 0.99975, or 99.975 percent. fore, the availability is 1 2.5 10

For digital signals, the required [C/N0] ratio is determined by the acceptable BER, which must not be exceeded for more than a specified percentage of the time. Figure 10.17 relates the BER to the [Eb/N0] ratio, and this in turn is related to the [C/N0] by Eq. (10.24), as discussed in Sec. 10.6.4. For the downlink, the user does not have control of the satellite [EIRP], and thus the downlink equivalent of uplink power control, described in Sec. 12.9.1, cannot be used. In order to provide the rain-fade margin needed, the gain of the receiving antenna may be increased by using a larger dish and/or a receiver front end having a lower noise temperature. Both measures increase the receiver [G/T] ratio and thus increase [C/N0] as shown by Eq. (12.53).

You can also unload external references without detaching them from the current drawing. Use the Block object s Unload method. It has this syntax: BlockObject.Unload Though not visible, unloaded Xrefs are still associated with the current drawing. To regenerate them, reload them.

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