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obotBASIC is a fully featured programming language similar to the standard BASIC language, but with major enhancements, additional ow-control structures and other features; all of which help you create powerful structured programs with ease. RobotBASIC has an integrated development environment (IDE) that enables you to create and edit programs and then run them instantly on a terminal screen. The IDE will indicate any syntactical errors in your program and point out the nature and location of the error. Additionally, there is a debugger that can help in guring out logical errors that might otherwise be hard to locate. RobotBASIC has tools, commands, and functions to help you write programs that: Create realistic and effective robot simulations. Create graphical displays. Interact with the user with input and output commands. Perform mathematical, trigonometrical, and statistical calculations. Create and manipulate strings, and convert between strings and numbers. Create and manipulate matrices with a set of functions and commands that allow for many of the matrix operations that are encountered in advanced mathematical courses.

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Of course, operation of the mass expulsion devices consumes part of the satellite s fuel supply 74 Station Keeping In addition to having its attitude controlled, it is important that a geostationary satellite be kept in its correct orbital slot As described in Sec 281, the equatorial ellipticity of the earth causes geostationary satellites to drift slowly along the orbit, to one of two stable points, at 75 E and 105 W To counter this drift, an oppositely directed velocity component is imparted to the satellite by means of jets, which are pulsed once every 2 or 3 weeks This results in the satellite drifting back through its nominal station position, coming to a stop, and recommencing the drift along the orbit until the jets are pulsed once again These maneuvers are termed east-west station-keeping maneuvers Satellites in the 6/4-GHz band must be kept within 0.

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1 of the designated longitude, and in the 14/12-GHz band, within 005 A satellite which is nominally geostationary also will drift in latitude, the main perturbing forces being the gravitational pull of the sun and the moon These forces cause the inclination to change at a rate of about 085 /year If left uncorrected, the drift would result in a cyclic change in the inclination, going from 0 to 1467 in 266 years (Spilker, 1977) and back to zero, at which the cycle is repeated To prevent the shift in inclination from exceeding specified limits, jets may be pulsed at the appropriate time to return the inclination to zero Counteracting jets must be pulsed when the inclination is at zero to halt the change in inclination These maneuvers are termed north-south station-keeping maneuvers, and they are much more expensive in fuel than are east-west station-keeping maneuvers.

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Most of the features above will be discussed as the need arises in later chapters. This chapter will show you how to download and run RobotBASIC including how to create, save, load, edit, and run programs. You will also be introduced to the robot simulator, where you will write simple simulations that make a robot come to life.

3 3 3 2 2 2 2 ; (b) ; (c) ; (d) ; (e) (1 + 3); ( f ) ( 3 1); (g) ( 3 1); 2 2 2 2 2 4 4 (h) 0.3256 (to four decimal places); (i) 0.2079 (to four decimal places).

The north-south station-keeping tolerances are the same as those for east-west station keeping, 01 in the C band and 005 in the Ku band..

Orbital correction is carried out by command from the TT&C earth station, which monitors the satellite position. East-west and northsouth station-keeping maneuvers are usually carried out using the same thrusters as are used for attitude control. Figure 7.9 shows typical latitude and longitude variations for the Canadian Anik-C3 satellite which remain after station-keeping corrections are applied. Satellite altitude also will show variations of about 0.1 percent of the nominal geostationary height. If, for sake of argument, this is taken as 36,000 km, the total variation in the height is 72 km. A C-band satellite therefore can be anywhere within a box bound by this height and the 0.1 tolerances on latitude and longitude. Approximating the geostationary radius as 42,164 km (see Sec. 3.1), an angle of 0.2 subtends an arc of approximately 147 km. Thus both the latitude and longitude sides of the box are 147 km. The situation is sketched in Fig. 7.10, which also shows the relative beamwidths of a 30-m and a 5-m antenna. As shown by Eq. (6.33), the 3-dB beamwidth of a 30-m antenna is about 0.12 , and of a 5-m antenna, about 0.7 at 6 GHz. Assuming 38,000 km (typical) for the slant range, the diameter of the 30-m beam at the satellite will be about 80 km. This beam does not encompass the whole

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