Maybe I'm missing something, and I'm certainly no statistician, but on 
page 11, it states, 

" A manufacturer, knowing the typical standard deviation of RFI 
measurements on his products, can – using the 80%/80% rule - estimate the 
required margin to the limit already with a single prototype."

Without performing RFI measurements on a reasonable large sample of 
product, how could a manufacture determine the standard deviation? Without 
that number, the application of the 80/80 rule seems to have little 
usefulness. 
_______________________________________________________________________________ 


Ralph McDiarmid  |   Schneider Electric   |  Solar Business  |   CANADA  | 
  Regulatory Compliance Engineering 





From:
John Woodgate <j...@jmwa.demon.co.uk>
To:
EMC-PSTC@LISTSERV.IEEE.ORG, 
Date:
01/17/2015 10:12 AM
Subject:
Re: [PSES] CISPR 32 adoption



In message <000a01d0327b$23017a50$69046ef0$@ieee.org>, dated Sat, 17 Jan 
2015, Richard Nute <ri...@ieee.org> writes:

>Thank you for getting your access fixed and for providing the paper.

I suspect many do not know about Frank's statistical calculations.
-- 
OOO - Own Opinions Only. With best wishes. See www.jmwa.demon.co.uk
When I turn my back on the sun, it's to look for a rainbow
John Woodgate, J M Woodgate and Associates, Rayleigh, Essex UK

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