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An earth station employs a power amplifier providing an output power of 100W and an antenna 5m diameter for both transmission and reception.

The transmission frequency is 6.25GHz and receiving frequency is 4.5 GHz. System noise temperature is 140 K. Find EIRP and G/T ratio.

Subject : Satellite Communication and Network

Topic: Satellite Links

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Data:

Output power Pt =100 W

Diameter of transmitter antenna =5m

Diameter of receiver antenna =5m

Transmission frequency = 6.25GHz

System noise temeperature =140 K

To find: EIRP (Equivalent/Effective Isotropic Radiated Power), G/T Ratio

Solution:

Gain of transmitter antenna = $Gt = \eta (10.472 f D)^2$

Where $\eta$ = antenna radiation efficiency = 0.55 (Assumption)

f = frequency in GHz

D = diameter of antenna in meter

$Gt = 0.55 (10.472 × 6.25 × 5)^2 = 58900.90$

$\text{Gt in Decibel} = [Gt] = 10 \ log (58900.900) = 47.70 dB $

$ 2EIRP = \frac{PtGt}{4 \pi r^2} = \frac{100 \times 58900.90 }{4×π×(35786×103)^2} $

{Assumption r = 35786 km = height of geostationary satellite}

$2EIRP = 36.6 n W/m^2$

$G/T =Gr/T = \frac{58900.90}{140} = 420.72$

$G/T \text{ in decibel} = [G/T] =10 \ log (420.72) = 26.23 dB$

Note: In this numerical the receiving frequency 4.5 GHz is mentioned but $G/T$ ratio is always calculated at satellite antenna where the received frequency is same as transmitting frequency = 6.25 GHz.

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