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On Tue, 30 Sep 2003 08:41:06 -0500, Cecil Moore
wrote: Richard Clark wrote: Feelings hmmm? Yeah, I suppose I get pretty emotional over your wild nonsense of sqrt of 1 could be -1. It is well known that (-1)^2 = +1. You cannot show that any two powers used to compute Rho are negative to fulfill this shift of your logic. I probably should have said rho^2 = Pref/Pfwd. When Pref = Pfwd, rho can be plus or minus one. Rho can never be plus or minus one on the basis of sqrt (Pref/Pfwd). To insist otherwise is the joke that gets me emotional with the chuckles and gets you into a huff claiming you can't talk about it. You sometimes quote Johnson Hi Cecil, This again demonstrates how you are an unreliable correspondent. You ascribe an action to me that is simply not true. From Johnson, section 1.6, page 16: Is NOT a citation. Who is Johnson? Certainly you feel free to associate my name with him, but Dr. Samuel Johnson never said any such thing in his life. Note that I always give full names and complete titles to my citations - unreliable correspondents are lazy correspondents who throw statement after statement against the wall until one sticks and they call that their authority. Read any of Gene Nygaard's postings for boundless examples. Cecil, this laziness of yours is part and parcel to your poor recitations and flawed logic. You squirm to pull away from your absurd example of imparting direction of power flow based on an erroneous concept of finding negativity extracted from a dependant variable based on negative power ratios. You are attempting to recast that argument into other equivalent terms of Rho, while maintaining this charade of that same sign inversion supporting your un-referenced direction issue. You cannot demonstrate the direction flow sign being constructed from a negative Rho on the basis of sqrt(Pref/Pfwd). If you feel you cannot communicate with me, you certainly have that right; but for this issue I am not the only one and it is not due to my lack of communication ability (as I am probably the only one here credentialed to that matter). 73's Richard Clark, KB7QHC |
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