Take the limit you are measuring to, and subtract the transducer factor and
any cable losses.  That yields the receiver signal in dBuV which corresponds
to a spec level signal.  Subtract off a factor for how much you want the
receiver noise floor to be below the spec level, typically 6 dB.  Call this
level N.  Then basic statistical thermodynamic theory says that N = kTBF,
where K is Boltzman's constant (the ideal gas law constant divided by
Avogadro's number), T is absolute temperature in Kelvin, B is bandwidth in
Hertz, and F is the noise figure.  At room temperature, 25 degrees Celsius
or 298 Kelvin, N = -67 dBuV/Hz, with the bandwidth dependency going as 10
log (BW) because the basic equation is for noise power.  Now given your
bandwidth, say 120 kHz, you can solve for the necessary noise figure.  If
your receiver/analyzer noise figure is higher than that needed, there is
another simple equation that will allow you to specify a preamp that will
allow the combination measurement system to perform as required.

----------
>From: "KC CHAN [PDD]" <kcc...@hkpc.org>
>To: <emc-p...@majordomo.ieee.org>
>Subject: noise figure
>Date: Fri, Dec 21, 2001, 6:42 PM
>

>
> Hi all
>
> It may not be purely EMC question, actually it is RF related, but I am sure
>  the experts here can answer my questions.
>
> We all know that we need to have a pre-amp. that is as lower noise figure
> as possible, but how low it is enough or how it is related to the noise
> floor viewed by a receiver or spectrum analyzer.
>
> Thank you
> KC Chan
>
>
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