6-1. You are designing an FDM-PCM/FDMA analog link that will occupy 36 MHz of an INTELSAT VI transponder with 10 users of equal bandwidth. The uplink and downlink center frequencies of the occupied band are 5985.5 MHz and 3760.5 MHz. The distance from the satellite to your earth station is 40,000 km. The saturation uplink flux density (total – all carriers) for your uplink is - 75 dBW/m2 and the satellite's G/T is = -11.6 dB/K. At saturation, the transponder EIRP for your downlink is 29 dBW and the earth station's G/T is 41 dB/K. Assume that the transponder is linear (an unrealistic scenario - but do it this way such that BOI = BOo, dB. The intermodulation carrier to noise ratio, (C/N)¡, in dB, is related to the back-off BOo in dB by (C/N)31M = 7.86-0.714 * BOO In other words, at Xponder saturation the value of (C/N)31m = 7.86 dB and for example BOo = -6 dB the (C/N)31m = 7.86 – 0.714*(-6) = 12.14 dB. (a) Find the maximum overall carrier-to-noise ratio (C/N), in dB that this link can achieve. (b) What back-off must be used to achieve it? (When you need a frequency in your calculations, use the uplink or downlink center frequency as appropriate.) Make your calculations for beam center (i.e., line-of-sight antenna gain = peak gain).

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6-1. You are designing an FDM-PCM/FDMA analog link that will occupy 36 MHz
of an INTELSAT VI transponder with 10 users of equal bandwidth. The uplink
and downlink center frequencies of the occupied band are 5985.5 MHz and
3760.5 MHz. The distance from the satellite to your earth station is 40,000 km.
The saturation uplink flux density (total - all carriers) for your uplink is - 75
dBW/m2 and the satellite's G/T is = -11.6 dB/K.
At saturation, the transponder EIRP for your downlink is 29 dBW and the earth
station's G/T is 41 dB/K. Assume that the transponder is linear (an unrealistic
scenario - but do it this way such that BOI = BOo, dB. The intermodulation
carrier to noise ratio, (C/N), in dB, is related to the back-off BOo in dB by
(C/N)31M = 7.86 - 0.714 * BO0
In other words, at Xponder saturation the value of (C/N)31M = 7.86 dB and for
example BOo = -6 dB the (C/N)31M = 7.86 0.714*(-6) = 12.14 dB.
(a) Find the maximum overall carrier-to-noise ratio (C/N), in dB that this link can
achieve.
(b) What back-off must be used to achieve it? (When you need a frequency in
your calculations, use the uplink or downlink center frequency as appropriate.)
Make your calculations for beam center (i.e., line-of-sight antenna gain = peak
gain).
Transcribed Image Text:6-1. You are designing an FDM-PCM/FDMA analog link that will occupy 36 MHz of an INTELSAT VI transponder with 10 users of equal bandwidth. The uplink and downlink center frequencies of the occupied band are 5985.5 MHz and 3760.5 MHz. The distance from the satellite to your earth station is 40,000 km. The saturation uplink flux density (total - all carriers) for your uplink is - 75 dBW/m2 and the satellite's G/T is = -11.6 dB/K. At saturation, the transponder EIRP for your downlink is 29 dBW and the earth station's G/T is 41 dB/K. Assume that the transponder is linear (an unrealistic scenario - but do it this way such that BOI = BOo, dB. The intermodulation carrier to noise ratio, (C/N), in dB, is related to the back-off BOo in dB by (C/N)31M = 7.86 - 0.714 * BO0 In other words, at Xponder saturation the value of (C/N)31M = 7.86 dB and for example BOo = -6 dB the (C/N)31M = 7.86 0.714*(-6) = 12.14 dB. (a) Find the maximum overall carrier-to-noise ratio (C/N), in dB that this link can achieve. (b) What back-off must be used to achieve it? (When you need a frequency in your calculations, use the uplink or downlink center frequency as appropriate.) Make your calculations for beam center (i.e., line-of-sight antenna gain = peak gain).
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