Using SPICE and Eq. (8.46), calculate the noise factor of the circuit in Ex. 8.10 (verify, once again, that it is 11).
F=\frac{\mathrm{total~output~noise~power}}{\mathrm{total~output~noise~power-total~output~noise~power~with}\ R_s\ \text{noiseless}} (8.46)
Again, as determined in Ex. 8.5, the total output noise power for this circuit is 1.5053\times10^{-14}{{V}}^{2}. If we simulate the noise performance of the circuit in Fig. 8.21 with R_s being noiseless, we get
TEMP=27 deg C
Noise analysis … 100%
inoise_total = 1.655918e-12
onoise_total = 1.368527e-14
Using Eq. (8.46), we get
F=\frac{1.5053\times10^{-14}}{1.5053\times10^{-14}-1.3685\times10^{-14}}=11Simulating with a noiseless source resistor is the preferred way to simulate NF with SPICE.