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Combine the code from Figs. 9.4 and 9.6 (without the line numbers) then run the program. Remember, the robot does not see the boundary lines except through the mathematics described in this chapter. It may appear that the robot is avoiding the boundary as if it was an object but this is only because we made boundary avoidance the same as obstacle avoidance. Convince yourself of this by commenting out Line 77 in Fig. 9.4. This prevents the boundary plotting and you will see the robot avoiding an invisible wall.

where B fE fSS as defined in Eq. (3.8). The local gravity direction is r R. The coordinates for the direction of propagation k are kx ky kz Rx Ry Rz aGSO (5.16a) (5.16b) (5.16c)

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(a) cot 1 3 is the angle between 0 and such that cot = 3. This angle is /6 (see Fig. 37-8). Note that an inverse trigonometric function must be represented by an angle in radians. (b) The angle whose secant is +2 must lie in the rst quadrant. The secant function is negative in the third quadrant. From Fig. 37-8, = /3. (c) The angle whose cosecant is +2/ 3 must lie in the rst quadrant. The cosecant function is negative in the third quadrant. From Fig. 37-8, = /3.

9.4 Summary

Example 5.1 A geostationary satellite is stationed at 105 W and transmits a vertically polarized wave. Determine the angle of polarization at an earth station at latitude 18 N longitude 73 W.

Solution Given data: 73 ; fSS 105 ; aGSO l 18 ; fE of mean radius R assumed). Eq. (3.8) gives:

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In this chapter we have explored: Various methods for keeping the robot within or outside of an area. The advanced ground sensor capability of the robot. How to use the GPS to con ne the robot within an area. Mathematical concepts for calculations involving circles and lines. Now, try to do the exercises in the next section. If you have dif culty read the hints.

Dx (2x) [by the chain rule] 1 (2x)2 1 2 (2) = 1 4x 2 1 4x 2 Dx (x 2 ) [by the chain rule] 1 (x 2 )2 2x 1 (2x) = 4 1 x 1 x4 [by the chain rule] 4 1 4 1 + x2

NOTES: ITU International Telecommunication Union; FCC Federal Communications Commission. SOURCE: Reinhart, 1990.

The debugging tools in RobotBASIC are both powerful and easy to use They let you watch the value of variables in your program while you observe the robot s behavior You can even see the areas around the robot s perimeter where the infrared sensors are checking for objects These features help you understand how your robot is seeing its environment, which in turn helps you develop algorithms that give your robot intelligent behaviors RobotBASIC lets you easily and quickly simulate a wide variety of environments and situations for testing your algorithms Testing a real robot can often be extremely timeconsuming.

of EIRP is 60 dBW for the high-power category and 37 dBW for the lowpower category, a difference of 23 dB This represents an increase in received power of 1023 or about 200:1 in the high-power category, which allows much smaller antennas to be used with the receiver As noted in the table, the primary purpose of satellites in the high-power category is to provide a DBS service In the medium-power category, the primary purpose is point-to-point services, but space may be leased on these satellites for the provision of DBS services In the low-power category, no official DBS services are provided.

(d) Dx (sec 1 x 3 ) =

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