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NOTE 6 REED-SOLOMON (RS) outer coding (from IESS-308, Rev.8, Appendix H): INTELSAT provides for the optional utilization of a supplementary FEC coding: An "outer" Reed-Solomon (RS) block code (See 3, 3.3.5) may be concatenated with the specified FEC (the "inner" code). The purpose of this optional supplementary code is to enhance the clear sky performance and the availability of the links. It should be noted that: The occupied bandwidths, when implementing a RS code, are increased by a factor depending on the RS code parameters, practically from 12.5% for small carriers (< 1.544 Mbit/s) to 8.33% for greater size carriers. The allocated bandwidths and the required (e.i.r.p.)s remain unchanged. The performance table in NOTE 4 above becomes as follows: 10 3 10 6 10 7 10 8 10 10

Table 6.7 lists the various methods of the Math object. Table 6.7: Math Object Methods Method abs(x) acos(x) cos(x) asin(x) sin(x) atan(x) tan(x) ceil(x) floor(x) exp(x) log(x) max(x,y) min(x,y) pow(x,y) random() round(x) sqrt(x) Usage Returns the absolute value of x Returns the arc cosine of x in radians Returns the cosine of x Returns the arc sine of x in radians Returns the sine of x Returns the arc tangent of x in radians Returns the tangent of x Returns the smallest integer that is greater than or equal to x Returns the largest integer that is less than or equal to x x Returns e Returns the natural logarithm of x Returns the greater one out of x and y Returns the lesser one out of x and y y Returns x Returns a random number between 0 and 1 Returns x rounded to the closest integer Returns the square root of x 126

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Remove the auto release pool from memory when it is going out of scope. The first step of removing an auto release pool from memory is reducing all its object reference counts to 0, thereby repeating Step 4 with each object still in the pool.

A circular reference is a formula that contains a reference to the cell that contains the formula. The reference may be direct or indirect. For help tracking down a circular reference, see Excel s Auditing Tools, later in this chapter.

3 0.0009

m = 1/2

WARC 92 &WRC 95&97

Satellite constellations with intermittent coverage are generally useful for specific communication applications such as store-and-forward messagery or short voice transmission. Non-permanent coverage occurs only for non-geostationary orbits and when there are less satellites than the minimum number required for continuous coverage (see section 6.1.5.2), or when their number is large enough but when their relative placement is not optimized. A worst case is achieved with a constellation reduced to only one satellite. Depending on the altitude and the minimum elevation angle, typical average gaps in low-Earth orbits range from about 10 hours at 5 elevation and mid-latitudes with one satellite, to less than one hour with four satellites and about one half hour with six satellites. More quantified results require precise definitions of the zones of interest and of the constraints, together with specific numerical simulations. Generally, the constellations that are optimal for permanent coverage are not optimal for non-permanent coverage, but they generally provide fairly good initial conditions for the optimization process.

Figure 2-12

14 15

(9.196) (9.197) (9.198)

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