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#761
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Roger wrote:
Roy is giving good advice to study time domain reflectometry. That's a good way to find out what is in each of those black boxes. -- 73, Cecil http://www.w5dxp.com |
#762
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AI4QJ wrote:
"Roy Lewallen" wrote: Does the new knowledge include a way to tell the four black boxes apart at one steady state frequency, or how many "electrical degrees" each one contains? Where did the extra black box come from and who made the restriction on frequency? I should be able to use any voltage or frequency I want, don't you think? Just raise the stakes, Dan. Challenge Roy to prove the impedance is -j567 without applying a source signal. I wonder what is the ulterior motive in arbitrarily handicapping the person doing the measurements? Roy mentioned the TDR for the other problem. Seems a TDR is exactly the instrument needed to find out what is in each of those black boxes. Or just order the black boxes already specified with its s22 parameter stamped on the black box. -- 73, Cecil http://www.w5dxp.com |
#763
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Keith Dysart wrote:
When allowed to excite the black boxes with different signals there are many ways to determine an internal equivalent circuit. The question here was did the various ways of making -j567 affect the results for sinusoidal single frequency excitation. Yes, it illustrated the two separate and different IEEE definitions for "impedance", one a cause for the voltage to current ratio and one a result of a voltage to current ratio. -- 73, Cecil http://www.w5dxp.com |
#764
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Keith Dysart wrote:
When I look at one of those coils, I think it is one big complicated mess of distributed capacitance and inductance. There is intra and inter turn capacitance and capacitance to ground. A mess. Some say such a coil can be adequately modelled using a lumped inductor. I'm afraid you have fallen for someone else's mis-statement of that point of view. The most recent posting about lumped inductance was probably mine. It states both the value and the limitations of this approach. "Lumped inductance is often a good approximation to reality, so [most models other than Cecil's] very sensibly use that as their starting-point. Then they can progressively apply corrections for the distributed properties of a real-life inductors. The smaller those corrections are, the simpler the model becomes. In practical terms, a lumped-inductance model will take you straight to a buildable prototype. The necessary corrections can then be applied by mechanical adjustment, without needing to model the distributed properties of the loading coil in detail. Such models are to be found in G4FGQ's MIDLOAD program, ON4UN's 'Antennas for Low Band DXing' and other handbooks. There was also an excellent theoretical treatment by Boyer in 'Ham Radio', which shows in detail how the model of an antenna as an unterminated transmission line is COMPLETELY capable of incorporating lumped inductance." -- 73 from Ian GM3SEK 'In Practice' columnist for RadCom (RSGB) http://www.ifwtech.co.uk/g3sek |
#765
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AI4QJ wrote:
"Keith Dysart" wrote: The Smith chart is normalized for impedance and frequency. The smith chart is normalized *only* by Zo. Tell me, how is Zo related to frequency :-) Or better, tell me how the smith chart is normalized by frequency? The Smith Chart is NOT normalized to a frequency. EZNEC outputs frequency sweep data that can be imported into MicroSmith. -- 73, Cecil http://www.w5dxp.com |
#766
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Roy Lewallen wrote:
Sure, you can do anything you like. But can you tell the boxes apart by measuring at just one frequency (the one at which their impedances are the same)? Do they have the same or different numbers of "electrical degrees" at that frequency? I'll do you one better with one more unreasonable condition. Let's see you do it without applying any source power. -- 73, Cecil http://www.w5dxp.com |
#767
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Richard Clark wrote:
How about that in the first place, particles don't inhabit the explanation at all? How about quantum physics telling us that nothing except particles exist? You really want to take on the body of quantum physics and physicists? -- 73, Cecil http://www.w5dxp.com |
#768
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Keith Dysart wrote:
On Dec 14, 1:52 pm, Cecil Moore wrote: Do you think electrons support mechanical waves? Simplicity itself. Electrons are charged. Like charges repel. Move an electron and the next electron will tend to move away. So by your own admission, those are not mechanical waves. Like charge repulsion is *NOT a mechanical phenomenon*. Those electrons never touch each other. They are repelled by the photons they are emitting. I've been told that near the antenna, there are just varying electric and magnetic fields and that some distance from the antenna the electro-magnetic wave forms. How does the varying field turn into a photon? The varying field ***IS*** made up of *PHOTONS*. All electromagnetic fields consist of photons! -- 73, Cecil http://www.w5dxp.com |
#769
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Roy Lewallen wrote:
Did you also conclude, then, that all the boxes contain the same number of "electrical degrees"? Yes, all the boxes contain the same number of electrical degrees. That's why we can calculate the number of electrical degrees at the impedance discontinuity. Hint: That number of electrical degrees for a capacitor is the same as the gamma angle for the reflection coefficient. -- 73, Cecil http://www.w5dxp.com |
#770
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Keith Dysart wrote:
I am not convinced. The value is still being determined by accounting for all the other phase shifts and then subtracting from 90. I would be more convinced of the utility if the value could be computed from first principles and then used, for example, to compute the length of the whip. That can easily be done. The s-parameter equations do exactly that when applied at an impedance discontinuity. a1, a2, b1, and b2 are all phasors each with an amplitude and a phase. b1 = s11*a1 + s12*a2 b2 = s21*a1 + s22*a2 The angle between b1 and b2 is the phase shift at the impedance discontinuity. Now are you convinced? What happened to the missing 37 degrees? Perhaps, like the missing dollar, it is simply a number with no meaning. Perhaps, if you would do the s-parameter analysis, you would see the phase shift for yourself so it would have meaning to you. As an aside, allowing the possibility of this "phase shift" at the joint, how would you compute the phase shift when a parallel stub is used, or when multiple parallel stubs are used to obtain the desired result? And which stub will be used to define the 90 degrees from which the others are subtracted? Please don't complicate things before you have understood the simple things. -- 73, Cecil http://www.w5dxp.com |
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