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Cecil Moore wrote:
We already know that, Ian. Please drag out your dusty math book and try to understand the difference between the standing wave current function, func(kx)*func(wt), and the traveling wave current function, func(kx +/- wt). They are obviously different. Calling the standing wave current a "current" is something of a misnomer since it doesn't exhibit the characteristics of a normal current at all. What are the implications of a "fixed phase" for a current, i.e. its phasor doesn't rotate? This can be improved. Current is charge movement. DC, traveling waves and standing waves all are *exactly* charge moving past a given point, and nothing more. A phasor is not a real thing, but a mathematical abstraction that relates how the sinusoidal change in current magnitude and direction relate to a reference periodic cycle in time. Since, in both standing waves and traveling waves, current at a point, changes magnitude and sign in exactly the same way (at a point, they are indistinguishable), they can both be described with phasor notation. The difference between a traveling wave and a standing wave is how the phasor representing the current at one point differs from the phasor representing the current at a neighboring point. For traveling waves, the phasor of a neighboring point has the same amplitude but a different phase shift (passes through zero at a different time). For standing waves, the phasor of a neighboring point has the same phase shift, but a different amplitude, unless the neighboring point is on the other side of a current node. Then it has the opposite phase. But at any point along both standing waves and traveling waves, there certainly is a phasor that represents the current at that point. You need to get past this misconception that standing waves are not current and are not describable by phasors. I think your concepts are correct in lots of ways and recently improving, but this is a recurring snag that keeps detouring your adversaries into straw men that you offer them on a platter. |
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