Radio Receiver Specifications

Receiver Specifications :

Receiver sensitivity

The Minimum Detectable Signal(MDS) power, Pi(min) at which a receiver can detect a signal, while providing an adequate SNRo(min) at analog receiver output or BER at digital receiver output, for demodulation is called receiver sensitivity. The maximum BER dictates the minimum output SNR(SNRo(min)) necessary for satisfactory reproduction of the desired signal. The relation between SNR and BER is given as,
SNRo(min)(dB) = (Eb/No)dB + (R/B)dB (1)
R - Bit rate
B - Channel Bandwidth
Eb - Energy per bit

SNR at the input,SNRin is determined by input signal power(Pin) and noise floor(NFloor).
SNRin(dB)=Pin(dBm) -NFloor(dBm)
NFloor = -174dBm/Hz + 10 log(B)
(1)

After determining the minimum SNR required at the output of receiver from top level simulation, and knowing the SNR at the input, NF of the receiver can be determined.
NFRx(dB) = SNRin(dB)- SNRo(min)(dB)
            = Pin(dB) + 174 (dBm/Hz) - 10 log(B) - (Eb/No)dB + (R/B)dB
(1)
In a Receiver chain with n-cascaded stages, the Noise Figure of Receiver(NFRx) is given by Friss Formula as
Noise Figure (1)
Eq01-002_Friss
If Pin = Pi(min), then sensitivity is given as,
Pi(min)(dBm)- 174 dBm/Hz + 10 log(B) + NFRx(dB) + SNRo(min)(dB) (1)
From the above equation, we can observe that sensitivity depends on Bandwidth, Noise Figure and SNR(or BER) at the output of receiver. Bandwidth is determined by communication standard(DECT, GSM,CDMA, etc.,) where we are going to employ our receiver. After knowing the sensitivity, based on the communication standard, NFRx of the receiver can be calculated using Friss formula. Then Nioise Figure for each block in the cascaded chain can be distributed.

Receiver Selectivity

The ability of a receiver to extract the desired signal in the presence of strong adjacent frequency interferers and channel blockers. Selectivity is determined by SSB phase noise, synthesizer spurs, IF selectivity, IF BW and co-channel rejection.
Note :