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Gene Fuller wrote:
Cecil Moore wrote: Gene Fuller wrote: However, there is not one bit of additional physical information in the traveling waves that is not in the standing wave. I agree with you but W8JI and W7EL have rejected the concept that there is any phase information in the standing wave current magnitude. They have rejected any use of the arc-cosine function in calculating that phase. The following graphs show the difference in the standing wave current and the traveling wave current. . . . Egad. Of course I reject the notion that there's "phase information in the standing wave current magnitude". Magnitude and phase are orthogonal. There's no phase in the magnitude and no magnitude in the phase. There's no real portion of the imaginary part and no imaginary portion of the real part. I haven't a clue what you mean by "use of the arc-cosine,function to calculate that phase", but I certainly reject any method that assigns a phase value to a magnitude or vice versa. I get the total voltage or current simply by adding the traveling waves. No trig functions necessary, just simple vector addition. Traveling waves have phase information. In a steady state system they can be expressed as phasors, which consist of a magnitude, a time phase reference value, and an implicit time varying time rotation. When you add them to get the total (which Cecil likes to characterize as a standing wave as though it's something different than just the total voltage or current), you get the simple vector sum of the constituent traveling waves. This sum is also a phasor, with magnitude, time phase reference value, and the same implicit time varying phase rotation. In summary, both traveling waves and the total voltage or current are phasors, and both have phase. What's so complicated about adding a couple of phasors? Cecil, you need to go back and read, and understand, your freshman circuit analysis text. What a bunch of irrational smoke and mirrors. I don't care less what Cecil will make of this. But Gene, do you really disagree with what I've just said? Roy Lewallen, W7EL |
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