To: | "amps@contesting.com" <amps@contesting.com> |
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Subject: | Re: [Amps] Measuring RF Power |
From: | David Kirkby <david.kirkby@onetel.net> |
Date: | Mon, 28 Mar 2005 18:19:28 +0100 |
List-post: | <mailto:amps@contesting.com> |
Bill Fuqua wrote: >I think if we just package all the emails about this subject and keep the >"package" attachment handy for the next time this comes up just send it >to the person with the question instead of going thru this again and again >over the years. I know we have gone thru this exercise twice maybe three >times already. > >73 >Bill wa4lav > > Looking back over the archives I see it has come up before as you say, although not very often. The ratio of discussions on parasitic oscillations must outnumber it 1000:1, with very much the same arguments being slung around about parasitic oscillations each time. In one post on RMS power http://lists.contesting.com/archives//html/Amps/2001-06/msg00315.html you personally gave an example of some numerical data where you computed RMS and mean powers and then went on to say "OK above is your RMS power for what ever good it is.... But does give you 22.5% bigger number in this example." Some knowledge has been added, as the ratio P_rms/P_mean has been shown to be sqrt(3/2)=1.22474 if the load is resistive - not just in the example you gave. Just in summary for *resistive* loads P_mean=V_max^2 / 2R P_rms = sqrt(3/2) V_max^2 / 2R P_rms/P_mean=sqrt(3/2). For reactive loads ??? That could be interesting. -- Dr. David Kirkby, G8WRB Please check out http://www.g8wrb.org/ of if you live in Essex http://www.southminster-branch-line.org.uk/ _______________________________________________ Amps mailing list Amps@contesting.com http://lists.contesting.com/mailman/listinfo/amps |
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