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Current through coils
Food for thought.
At this moment in time it seems Cecil is claiming an inductor acts like so many electrical degrees, but of course at any moment another waffle might pops out of the Texas toaster and change everything. Let's assume we have a mobile antenna that is 25 electrical degrees tall. Now following the logic a loading coil acts like a transmission line, we have a 65-degree loading coil. Following the same twisted logic, since the loading inductor is 65-degrees long, we should be able the move it anywhere in the antenna without changing antenna tuning. Our 75 meter antenna should also work on 25 meters as a 3/4 wave antenna, and on 37.5 meters as a half-wave. Of course we all know it doesn't behave anything close to this way. Wouldn't it be nice if Cecil could show us all how to predict the resoances of an antenna based on his idea that loading inductor acts like a transmission line? Where are the design equations we can all use? 73 Tom |
Current through coils
Gene Fuller wrote:
Indeed, it is clear from the quotes that the two treatments are equivalent. And indeed, the two treatments are equivalent for anyone who understands both of them. The two treatments are obviously not equivalent for someone who understands one and not the other. It is an individual ignorance problem, not a problem with the models. If the standing wave analysis results are reported by an individual to be different from the traveling wave analysis results, what can we assume? If they are equivalent, why would the results ever be different except for the ignorance of the reporter? Here is a 'yes' or 'no' technical question for everyone. Is it possible to measure a phase shift through a wire or coil using a signal (standing wave current) that doesn't ever change phase? The answer to that question is the entire crux of the argument. If anyone answers 'yes' to that question, please explain in detail how to accomplish that measurement feat. Of course these authors were disadvantaged by a lack of understanding of your "hidden mathematical concepts." 8-) I thought we had agreed to stop using inuendo to try to influence a technical argument. The mathematical concepts are certainly NOT hidden. They are there for all to understand and accept but are being ignored by certain individuals. -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
Here is a 'yes' or 'no' technical question for everyone.
Is it possible to measure a phase shift through a wire or coil using a signal (standing wave current) that doesn't ever change phase? There is no "standing wave current". There is only current. Current can't stand. Phase difference can be measured in a system that has standing waves, just as it can in one without standing waves. The answer to that question is the entire crux of the argument. If anyone answers 'yes' to that question, please explain in detail how to accomplish that measurement feat. Any number of ways, if we disallow the impossible situiation where you seem to think we can have current "standing still". Direct measurement methods abound. First Cecil says: I thought we had agreed to stop using inuendo to try to influence a technical argument. The mathematical concepts are certainly NOT hidden. Then Cecil does the opposite of what he asks Gene to do: They are there for all to understand and accept but are being ignored by certain individuals. Cecil first asks Gene to stop using inuendo. One sentence later, Cecil uses inuendo. :-) 73 Tom |
Current through coils
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Current through coils
On Wed, 15 Mar 2006 18:03:28 GMT, Cecil Moore wrote:
The coil data is: ~6" dia, ~6.7" long, 26.5 T, seems very close to 4 TPI. Looks to be #14 solid wire. Hmmm, dare I plunge into the next, obvious question? Provide the Velocity Factor and Characteristic Impedance per the formulas you offered: Tom Donaly wrote: What's the formula, Cecil? http://www.ttr.com/TELSIKS2001-MASTER-1.pdf equation (32) The velocity factor can also be measured from the self- resonant frequency at 1/4WL. VF = 0.25(1/f) I suppose you also have something that will tell us how to find your coil's characteristic impedance; o.k., out with it. http://www.ttr.com/TELSIKS2001-MASTER-1.pdf equation (43) and we can then achieve closure by comparing the same results with Reggie's formulas. |
Current through coils
wrote:
Food for thought. At this moment in time it seems Cecil is claiming an inductor acts like so many electrical degrees, but of course at any moment another waffle might pops out of the Texas toaster and change everything. That's not food for thought. That's emotional gut feelings. I thought we agreed to cease and desist from ad hominem attacks? Let's assume we have a mobile antenna that is 25 electrical degrees tall. Now following the logic a loading coil acts like a transmission line, we have a 65-degree loading coil. *False assumption!* The phase delay through the coil is what it is and we don't know exactly what it is. We do know it is not what has been measured and reported using a signal source (standing wave current) that doesn't ever change phase. Our present choice is between a reported measurement that is 100% flawed, in the absolute sense of the word, and an estimate with unknown accuracy based on the laws of physics. Given those two, and only two, present choices, which choice should one make? Please see the end of this posting for a description of the logical diversion that is taking place here. The phase delay through the coil is what it is and we don't know exactly what it is. We do know it is not zero as the standing wave current phase shift measurement would predict. Let me focus the subject of the argument back upon the actual subject of the argument and try to avoid diversions into the unknown, like the above. How does one measure the phase delay through a coil or wire using a signal with forever unchanging phase? All of the phase delay experiments so far have used the above flawed method. So far, we only have experimental measurements that are flawed except for the self-resonant experiments. Which is preferred? The results from experiments known to be 100% flawed or estimates with unknown accuracy based on the laws of physics? Those are presently our only two choices. Following the same twisted logic, since the loading inductor is 65-degrees long, we should be able the move it anywhere in the antenna without changing antenna tuning. *False assumption!* The superposition of all four of the forward and reflected waves is much more complicated than that. Our 75 meter antenna should also work on 25 meters as a 3/4 wave antenna, and on 37.5 meters as a half-wave. It's not as simple as that but I have the EZNEC current distribution patterns that indicate something akin to that indeed does develop. Give me a few hours and I will post those results. Where are the design equations we can all use? Asked and answered but not sure of the accuracy applied to 75m bugcatcher loading coils. Someone is working on that. Please stand by. The logical diversion that is happening here goes like this: Person A says: "The moon is 10,000 miles from the earth. Person B says: "That can't be true." Person A says: "How far do you say the moon is from the earth?" Person B says: "I don't know, but I do know it is not 10,000 miles." Person A says: "Well, if you don't know and can't give me the correct answer, I am right and you are wrong. The moon is 10,000 miles from the earth." Does an absolutely false answer beat ignorance? -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
Cecil Moore wrote:
Tom Donaly wrote: Tell me a couple of things, Cecil: 1. the diameter of your bugcatcher coil, and 2. the turn to turn wire spacing. I'd like to use the information, using the formulae in your reference, to see just how long your bugcatcher coil is electrically. Please note that when my 75m bugcatcher coil is mounted just above my GMC pickup ground plane, it is electrically almost four times longer than it is laying on a stack of books in my hamshack. The coil capacitance to ground is obviously a lot higher when mounted over a ground plane. The ground plane reduces the VF to approximately 1/4 the value obtained in isolation. 1. The measured self-resonant frequency of the coil mounted on my pickup is ~6.6 MHz. 2. The measured self-resonant frequency of the coil on a mag mount on my all-metal desk is ~6.6 MHz. 3. The measured self-resonant frequency of the coil isolated from any ground is ~24.5 MHz. The self-resonant frequency needs to be measured in the environment in which it is installed. That means one needs to model the coil 3 inches above a perfect ground plane before calculating the self-resonant frequency, Z0, or VF. I doubt that Dr. Corum's equations take that into account since it would seem self defeating to operate a Tesla coil over a physically close ground plane. But I could be wrong on that point. The coil data is: ~6" dia, ~6.7" long, 26.5 T, seems very close to 4 TPI. Looks to be #14 solid wire. Thanks, Cecil. 73, Tom Donaly, KA6RUH |
Current through coils
wrote:
There is no "standing wave current". There is only current. Current can't stand. Addressed and proven to be a false statement. cos(kz)*cos(wt) proves it is standing and not flowing. Phase difference can be measured in a system that has standing waves, just as it can in one without standing waves. Addressed and proven to be a false statement. A signal with unchanging phase cannot be used to measure the phase delay through a wire or coil. Any number of ways, if we disallow the impossible situiation where you seem to think we can have current "standing still". Please take a look at the equation for standing wave current. It proves that the standing wave current is standing still, just oscillating in place at any point on the wire. -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
Richard Clark wrote:
Provide the Velocity Factor and Characteristic Impedance per the formulas you offered: Tom Donaly has graciously volunteered to provide those values. Please stand by. -- 73, Cecil http://www.qsl.net/w5dxp |
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