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ElseIf ExprN //Case_2 condition here //Do stuff ... ElseIf ExprN //Case_3 condition here //Do stuff ... . . . Else //Do Stuff that will be done if no case is true ... Endif

From Table 2.1 it is seen that the first time derivative of the mean motion is listed in columns 34 43 of line 1 of the NASA bulletin. For the

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The instantaneous rate of change of y with respect to x is de ned to be lim y f (x + = lim x 0 x x) f (x) = f (x) x x close to 0, y/ x will be close

example shown in Fig. 2.6, this is 0.00000307 rev/day2. Thus the changes resulting from the drag term will be significant only for long time intervals, and for present purposes will be ignored. For a more accurate analysis, suitable for long-term predictions, the reader is referred to ADC USAF (1980).

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Flow will go to the statement immediately following the Label and will continue until a Return statement is encountered after which the ow will return to the line following the line that called the subroutine. A subroutine is marked by a Label and the Return statement as the last line. You can use other Return statements within the logic of the subroutine, but always have the last line of the subroutine as a Return, just in case your logic gets there. If you do not do so any program lines following the subroutine will be executed as part of the subroutine. You can call a subroutine from within another subroutine. An error will be issued if you try to nest too deep. Be careful when you do this that you do not inadvertently create a circular endless loop. Recursion can also cause trouble if you do not have the correct windup conditions. If you use the format Gosub Expr, then Expr must result in a number or string that is a name of a valid label. If Expr results in a number then it will be converted to a string. So saying Gosub 1000, Gosub 100*10, or Gosub 1000 are all equivalent and would cause the program ow to branch to the label 1000. The second format is useful if you want to branch to a subroutine name that will be calculated depending on some logic. For example, you may have an array of labels and you can make the program go to one of the labels depending on some number that is used to index in the array. Example:

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2.9 Inclined Orbits A study of the general situation of a satellite in an inclined elliptical orbit is complicated by the fact that different parameters relate to different reference frames. The orbital elements are known with reference to the plane of the orbit, the position of which is fixed (or slowly varying) in space, while the location of the earth station is usually given in terms of the local geographic coordinates which rotate with the earth. Rectangular coordinate systems are generally used in calculations of satellite position and velocity in space, while the earth station quantities of interest may be the azimuth and elevation angles and range. Transformations between coordinate systems are therefore required. Here, in order to illustrate the method of calculation for elliptical inclined orbits, the problem of finding the earth station look angles and range will be considered. It should be kept in mind that with inclined orbits the satellites are not geostationary, and therefore, the required look angles and range will change with time. Detailed and very readable treatments of orbital properties in general will be found, for example, in Bate et al. (1971) and Wertz (1984). Much of the explanation and the notation in this section is based on these two references. Determination of the look angles and range involves the following quantities and concepts: 1. The orbital elements, as published in the NASA bulletins and described in Sec. 2.6 2. Various measures of time 3. The perifocal coordinate system, which is based on the orbital plane 4. The geocentric-equatorial coordinate system, which is based on the earth s equatorial plane 5. The topocentric-horizon coordinate system, which is based on the observer s horizon plane. The two major coordinate transformations needed are:

Data Labels; L1 ,100, 1000 while true Input Enter a number 0 to 2 ,I If !Within(I,0,2) then continue Gosub Labels[I] wend End L1: print I am In L1 Gosub Substring( I m going to Test_Sub, Bye ,14,8) //notice the above line calculates the subroutine

The satellite position measured in the perifocal system is transformed to the geocentric-horizon system in which the earth s rotation

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