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Loopback refers to the fact that an earth station receives its own transmission, from which it can determine range. It follows that the loopback method can only be used where the satellite transmits a global or regional beam encompassing all the earth stations in the network. A number of methods are available for the acquisition process (see, for example, Gagliardi, 1991), but basically, these all require some form of ranging to be carried out so that a close estimate of the slot position can be acquired. In one method, the traffic

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station transmits a low-level burst consisting of the preamble only. The power level is 20 to 25 dB below the normal operating level (Ha, 1990) to prevent interference with other bursts, and the short burst is swept through the frame until it is observed to fall within the assigned time slot for the station. The short burst is then increased to full power, and fine adjustments in timing are made to bring it to the beginning of the time slot. Acquisition can take up to about 3 s in some cases. Following acquisition, the traffic data can be added, and synchronization can be maintained by continuously monitoring the position of the loopback transmission with reference to the SORF marker. The timing positions are reckoned from the last bit of the unique word in the preamble (as is also the case for the reference burst). The loopback method is also known as direct closed-loop feedback.

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(b) In economics, the rate of change of pro t with respect to the production level is called the marginal pro t. According to formula (19.1), the marginal pro t is an approximate measure of how much the pro t will change when the production level is increased by one unit. In the present case, we have P(1000) = 75(1000) 0.03(1000)2 15 000 = 75 000 30 000 15 000 = 30 000 P(1001) = 75(1001) 0.03(1001)2 15 000 = 75 075 30 060.03 15 000 = 30 014.97 P = P(1001) P(1000) = 14.97 dollars per radio which is very closely approximated by the marginal pro t, 15 dollars, as computed in part (a).

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See Sec. B.4 for a discussion on how commands t within the RobotBASIC language. The commands are listed here in order of functionality. An alphabetic order can be found in Sec. C.12. Commands are not case sensitive. ClearScr, clearscr, and clearSCR a re all the same. C.7.1 INPUT AND OUTPUT COMMANDS Print {Expr,Expr;Expr...} Outputs the values of Expr.... to the screen. A comma (,) between the expressions makes them print with no space between them and a semicolon (;) prints them with a tab space between them. If there are no expressions then a line feed is printed. The rst time Print is used the text will print at the top of the screen and then will print on subsequent lines until the screen is lled. When this happens the screen will scroll

Where a traffic station lies outside the satellite beam containing its own transmission, loopback of the transmission does not of course occur, and some other method must be used for the station to receive ranging information. Where the synchronization information is transmitted back to an earth station from a distant station, this is termed feedback closed-loop control. The distant station may be a reference station, as in the INTELSAT network, or it may be another traffic station which is a designated partner. During the acquisition stage, the distant station can feed back information to guide the positioning of the short burst, and once the correct time slot is acquired, the necessary synchronizing information can be fed back on a continuous basis. Figure 14.17 illustrates the feedback closed-loop control method for two earth stations A and B. The SORF marker is used as a reference point for the burst transmissions. However, the reference point which denotes the start of transmit frame (SOTF) has to be delayed by a certain amount, shown as DA for earth station A and DB for earth-station B. This is necessary so that the SOTF reference points for each earth station coincide at the satellite transponder, and the traffic bursts, which are transmitted at their designated times after the SOTF, arrive in their correct relative positions at the transponder, as shown in Fig. 14.17. The total time delay between any given satellite clock pulse and the corresponding SOTF is a constant, shown as C in Fig. 14.17. C is equal to 2tA DA for station A and 2tB DB for station B. In general, for earth station i, the delay Di is determined by 2ti In the INTELSAT network, C Di C (14.17)

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