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On Dec 20, 4:32 am, Ian White GM3SEK wrote:
Cecil Moore wrote: But the rules for black boxes do not allow measurements on the inside. This is how they help clarify the thinking. So instead of sweeping technical facts under the rug, you hide them in a black box. In both cases, the only apparent purpose is to maintain ignorance. It seems that whatever part of the system you don't understand, you draw a black box around it so you don't have to understand it. No, it is a perfectly normal technique to test a theory or model. The black box reveals just enough information to solve the problem, and nothing more. In this particular case, the impedance at the terminals of the black box is the only *necessary* information to solve the transmission-line problem (in the steady state, at one frequency). It is not necessary to know how that impedance was created. But Ian, Suppose the box is labeled -j567 ohms. Then I ask, "at what frequency is this impedance -j567?". I find that the impedance for -j567 ohms is 4 Mhz. Now I take a length of 600 ohm VF = 1 transmission line and vary the length until I am at resonance with whatever is in the black box at 4 MHz. Resonance would imply 90 degrees total phase shift. My measurement shows that the length of 600 ohm line to cause this effect is 43 degrees. Assuming my measurement is correct, doesn't that tell us a little more about what is inside the box? It isn't just "any" -j567 ohm impedance that can cause resonance with a 43 degree 600 ohm line. It is probably not a discreet capacitor, it would likely be some sort of transmission line or something that that has 10 deg length, correct? With a few more measurements, we can determine the Zo of the transmission line that "appears' to be in the black box, correct and essentially verify that it a transmission line. We should be able to both measure and calculate Zo. If we choose our independent measurements carefully enough, we should be able to define exactly what is in the black box with only 2 terminals. I agree you need more than a smith chart (which was where I made my mistake before). AI4QJ |
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