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Cecil Moore wrote:
(snip) You are in a room with a 50 ohm transmission line routed through a hole in one side of the room, across the room, and through a hole in the other side of the room. You don't know which is the source end of the line. A directional wattmeter reads 200 watts forward power and 200 watts reflected power but you don't know which direction is forward. Here's a diagram: 200W-- 2 amps-- hole-------------------50 ohm coax-------------------hole --200W --2 amps Which direction is the standing wave current flowing? Lets also say that the wavelength of the waves passing through this transmission line are as long as the room is wide (one wavelength fits inside the room. Then we can say that at any moment when the instantaneous magnitude of he current is not at zero (and it will pass through zero all along the line simultaneously, right?), the current will going in one direction in half of that length *with varying magnitude) and the other way in the other half (also with varying magnitude). I am not saying that the direction reversal will necessarily be at the center, but that is one possibility. For example, if we took a snapshot of the current, all along the line at the moment it peaked it might look like this ![]() represents current magnitude, and head shows direction)(view in fixed width font) .....--- --- -- - - -- --- --- -- - - --...... hole-------------------50 ohm coax-------------------hole This is a snapshot of the current all along the line at an instant. A quarter cycle later, the current would be zero, everywhere. A half cycle later (than the first snapshot) it would look like this: .....--- --- -- - - -- --- --- -- - - --...... hole-------------------50 ohm coax-------------------hole This is the pattern the standing wave function describes. The current at every point has one of two phases, which are 180 degrees from each other. Is this how you see it? |
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