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It is important to realize that neither of these strategies is necessarily better than the other Each one has advantages and disadvantages depending on the situation and the environment One of the advantages of using a simulator is that you can test and improve a variety of algorithms very quickly and test them in various environments just as easily We will develop two algorithms to implement both strategies discussed above 732 A FIRST STRATEGY Figure 76 shows a subroutine that implements the rst strategy discussed above If you run the program, you will see the robot behaving exactly as predicted For simplicity the code does not check if the end of the line has been reached Compare Figs 74 and 76, the subroutine in Fig 7.

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The most common heat sensor is the thermistor (see Fig. 5.42). This passive device changes resistance in proportion to its temperature. There are positive temperature coefficient and negative temperature coefficient thermistors (see Fig. 5.43). Thermal radiation can also be detected by piezoelectric materials as discussed earlier.

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The result of the computations is a number called v If v is the same as r, the signature is verified (see Figure 5-12) At its most basic, DSA computes the same number in two different ways In Diffie-Hellman, two parties can generate the same secret value even though each one is using different input The same thing is happening here with DSA Two parties produce the same number using different input The two sets of input are related Well, they should be related; if something breaks down, the final answers will differ Each side has three inputs The signer has the digest, k, and the private key The verifier has the digest, s, and the public key The digests are related; they should be the same thing.

4 lost the line in a fast turn because the robot only checks once (with an if-statement) to see if it needs to turn, and only turns once (if needed) before proceeding forward This means that the robot can lose the line if the line turns faster than the robot can turn..

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If that relationship breaks downsay, the signed data is not the same as the data being verified and the two parties produce different digests the final answer from each individual will differ The k and s are related (they re not the same number, but they re related) If the signature is wrong, the s will be wrong and the two.

FollowLine: while true rForward 1 while rSense() & 1 rTurn 1 wend while rSense() & 4 rturn -1 wend wend Return

Pressure sensors, shown in Fig. 5.44, are perfect for measuring forces. The sensor portion on the sensor is contained in the 14 mm 14 mm pad at the end of the sensor. The resistance of the sensor decreases as force is applied. There are a variety of pressure ranges available from 0 to 1 pound (lb) up to 0 to 1000 lb.

FollowLine: while true if rSense() & 1 rTurn 1 LastTurn = 1 //remember which direction we WERE turning endif if rSense() & 4 rTurn -1 LastTurn = -1 // remember which direction we WERE turning endif rForward 2 // since we don't care if we lose the line, // move forward twice if rSense()=0 rTurn 3*LastTurn // if we lose the line make a BIG endif // turn back towards it wend Return

Figure 5-12

Currently no sensor exists that can approach the olfactory sense of the human nose. What is available are simple gas sensors that can detect toxic gases (see Fig. 5.45). The gas sensors can be used to create automatic (robotic) ventilation systems.

In Fig 76, the robot uses a while-wend loop to continue to turn as much as is necessary to stay on the turning line before moving forward This means that the robot will not move forward until it has turned suf ciently to remain on the line Extremely sharp turns, such as the last one in Fig 71b, still present a problem, but the robot performs well in most situations 733 A SECOND STRATEGY The second strategy is implemented in Fig 77 The routine allows the robot to leave the line when it turns sharply and then reacquire it a short distance later Once the robot loses the line it cannot use the line sensors to determine which way to turn.