How to find the Total Noise Power
时间:04-06
整理:3721RD
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A Cellullar mobile radio system has the following characteristics:
Assuming that all the interfering base stations are at equidistant from the desired base station, and the short noise and receiver noise at the mobile unit are negligible, determine:
Please somebody find this :(. I tried my best but I couldn't be able to calculate that total noise power.
Tx a million if you would help me !
- Transmitted signal power at the base station = -90 dBm
- Forward link frequency band = 870-890 Mhz
- Duples Channel Bandwidth = 30 kHz
- Cluster size = 7 Cells
- The loss exponent factor = 3
- The signal-to-(noise + the total interference ratio) = 17 dB.
- Thermal noise power spectral density = 3.32 x 10-16 W/Hz
- Receiver bandwidth = 40 kHz.
Assuming that all the interfering base stations are at equidistant from the desired base station, and the short noise and receiver noise at the mobile unit are negligible, determine:
- The number of channels per cell
- The co-channel interference (CCI) in W and dBm,
- The total noise power ( This is most important )
- The total interference power
- The adjacent channel interference (ACI) in W and dBm.
Please somebody find this :(. I tried my best but I couldn't be able to calculate that total noise power.
Tx a million if you would help me !
To calculate the noise power at receiver input, it is convenient to use the basic equation:
P = kTBN
where P is the noise power in Watts, k is the Boltzmann constant, 1.38 E-23 Joules per Kelvin, T is the ambient temperature, 300 Kelvins, B is the channel bandwidth in Hertz and N is the noise factor, "times".
For an easier estimation, use the same equation in decibel scale: P = -174 + 10 log B + NF, here P is in dBm and NF in dB, B still in Hertz.
To find the noise power before the receiver demodulator (after the linear part of the receiver), add the appropriate gain in dB.
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