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//Charger Station Rectangle 558-10,554+35-10,558+10,554+35+10,blue,blue //Chairs Data Chairs;275,27,699,16,500,319,245,316,723,512,75,279 for I = 0 to MaxDim(Chairs,1)-1 step 2 X = Chairs[I] Y = Chairs[I+1] Sp = 35 //leg spacing LD = 4 //leg diameter Cl = Brown //color for legs Circle X,Y,X+LD,Y+LD,Cl,Cl Circle X+Sp,Y,X+Sp+LD,Y+LD,Cl,Cl Circle X,Y+Sp,X+LD,Y+Sp+LD,Cl,Cl Circle X+Sp,Y+Sp,X+Sp+LD,Y+Sp+LD,Cl,Cl next data labels; 34, 0,"1=Break Room", 370, 0,"2=Office 1" data labels;579, 0,"3=Office 2" , 590,253,"4=Office 3" data labels;241,253,"5=Office 4" , 652,584,"6=Office 5" data labels;224,584,"7=HallWay 1" , 50,584,"8=HallWay 2" setcolor LnClr for I=0 to MaxDim(labels,1)-1 step 3 xystring labels[I],labels[I+1],labels[I+2] next Return //===========================================================

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The frequency spectrum occupied by a digital signal is proportional to the bit rate, and in order to conserve bandwidth, it may be necessary to reduce the bit rate. For example, if 7-bit codewords were to be used,

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the bit rate would be 56 kb/s. Various data reduction schemes are in use which give much greater reductions, and some of these can achieve bit rates as low as 2400 b/s (Hassanein et al., 1989 and 1992). 10.4 Time-Division Multiplexing A number of signals in binary digital form can be transmitted through a common channel by interleaving the pulses in time, this being referred to as time-division multiplexing (TDM). For speech signals, a separate codec may be used for each voice channel, the outputs from these being combined to form a TDM baseband signal, as shown in Fig. 10.6. At the baseband level in the receiver, the TDM signal is demultiplexed, the PCM signals being routed to separate codecs for decoding. In satellite systems, the TDM waveform is used to modulate the carrier wave, as described later. The time-division multiplexed signal format is best described with reference to the widely used Bell T1 system. The signal format is illustrated in Fig. 10.7a. Each PCM word contains 8 bits, and a frame contains 24 PCM channels. In addition, a periodic frame synchronizing signal must be transmitted, and this is achieved by inserting a bit from the frame synchronizing codeword at the beginning of every frame. At the receiver, a special detector termed a correlator is used to detect the frame synchronizing codeword in the bit stream, which enables the frame timing to be established. The total number of bits in a frame is therefore 24 8 1 193. Now, as established earlier, the sampling frequency for voice is 8 kHz, and so the interval between PCM words for a given channel is 1/8000 125 s. For example, the leading bit in the PCM codewords

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(Continued )

Fig. 31-1

for a given channel must be separated in time by no more than 125 s. As can be seen from Fig. 10.7a, this is also the frame period, and therefore, the bit rate for the T1 system is Rb 193 10 1.544 Mb/s (10.7)

The parameters LnClr, BcnClr, SlipValue, and RobotSize are set at the top of the program. They are placed there for easy changing if it becomes necessary, as you will see in the case of SlipValue in later sections. NodesCount is set by the subroutine MapOf ce (see later sections). 15.2.5 MAPPING THE OFFICE If you look at Fig. 15.6 you will see that the of ce plan is complex enough to baf e the robot if it did not have a planned route from one room to another. It would be impossible to make the robot go to a desired room if it did not have a means of knowing which room is which and how to get there. One solution is to give our robot a map of the of ce. You have seen how to do this in Chap. 14, where we used a graph to represent the interconnectivity of the various junctions in the maze. The of ce environment is really a type of maze. The only difference is that there are no lines to follow and the robot can move in any direction, not just horizontally and vertically as before. Once the map of the of ce is created (in the form of a graph see Chap. 14) the process of making the robot move around the map should be similar to what we have seen in Chap. 14. The trick is in how we create the graph. If you examine Fig. 15.7 you will see that we have drawn a network of virtual paths that guarantees the robot access to all the areas of the of ce. Notice the nodes are not

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