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3.7 Numerical Analyses 291<br />

Perform numerical noise<br />

analysis with<br />

NoiseAnalysis. Note the<br />

additional symbols<br />

OutputNoise and<br />

InputNoise in the result.<br />

Display the simulation<br />

result.<br />

In[6]:= bufnoi = NoiseAnalysis[bufeq, V$VIN, V$99,<br />

{f, 10., 1.*^8}]<br />

Out[6]=<br />

OutputNoise InterpolatingFunction10., 1. 10 8 , ,<br />

InputNoise InterpolatingFunction10., 1. 10 8 , ,<br />

V$99 InterpolatingFunction10., 1. 10 8 , ,<br />

Ib$Q$T1 InterpolatingFunction10., 1. 10 8 , ,<br />

Ib$Q$T2 InterpolatingFunction10., 1. 10 8 , ,<br />

Ib$Q$T3 InterpolatingFunction10., 1. 10 8 , ,<br />

Ib$Q$T4 InterpolatingFunction10., 1. 10 8 , ,<br />

Ib$Q$T5 InterpolatingFunction10., 1. 10 8 , ,<br />

Ic$Q$T1 InterpolatingFunction10., 1. 10 8 , ,<br />

Ic$Q$T2 InterpolatingFunction10., 1. 10 8 , ,<br />

Ic$Q$T3 InterpolatingFunction10., 1. 10 8 , ,<br />

Ic$Q$T4 InterpolatingFunction10., 1. 10 8 , ,<br />

Ic$Q$T5 InterpolatingFunction10., 1. 10 8 , ,<br />

Irc$Q$T1 InterpolatingFunction10., 1. 10 8 , ,<br />

Irc$Q$T2 InterpolatingFunction10., 1. 10 8 , ,<br />

Irc$Q$T3 InterpolatingFunction10., 1. 10 8 , ,<br />

Irc$Q$T4 InterpolatingFunction10., 1. 10 8 , ,<br />

Irc$Q$T5 InterpolatingFunction10., 1. 10 8 , ,<br />

Irx$Q$T1 InterpolatingFunction10., 1. 10 8 , ,<br />

Irx$Q$T2 InterpolatingFunction10., 1. 10 8 , ,<br />

Irx$Q$T3 InterpolatingFunction10., 1. 10 8 , ,<br />

Irx$Q$T4 InterpolatingFunction10., 1. 10 8 , ,<br />

Irx$Q$T5 InterpolatingFunction10., 1. 10 8 , <br />

In[7]:= BodePlot[bufnoi, {OutputNoise[f], InputNoise[f]},<br />

{f, 10., 1.*^8}, PhaseDisplay −> None,<br />

TraceNames −> {"noise(out)", "noise(in)"}]<br />

-140<br />

-150<br />

Magnitude (dB)<br />

-160<br />

-170<br />

-180<br />

1.0E0 1.0E2 1.0E4 1.0E6 1.0E8<br />

Frequency<br />

noise(out) noise(in)<br />

Out[7]= Graphics

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