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Current through coils
On Wed, 8 Mar 2006 23:37:57 -0600, (Richard
Harrison) wrote: Where is the myth? Hi Richard, From "The Man Who Shot Liberty Valance:" "This is the west, sir. When the legend becomes fact, print the legend." 73's Richard Clark, KB7QHC (coulda' been worse, I just finished watching 2 hours of Monty Python) |
Current through coils
"Cecil Moore" wrote Reg Edwards wrote: Has it ever occurred to you guys that a coil is a coil wherever it is used and always behaves in the same way. The coil always behaves in the same way. Unfortunately, the models used to explain the operation of the coil don't work in the same way. Please see: http://www.ttr.com/corum/index.htm ======================================== Cecil, thanks, I speed-read your extensive pointer. The whole thing could be summarised in one short sentence - "Coils are distributed transmission lines." The same general equations apply to coils of all dimensions, for any number of turns, at all frequencies, in all applications. There's no need to unnecessarily complicate things by artificially dividing them into lumped and other varieties. I had to skip over the bit about Smith Charts. As you are aware I don't know how to use one. It seems Tesla, with HIS coils, knew what it was all about and he couldn't use a Smith Chart either. ---- Reg. |
Current through coils
Richard Harrison wrote: Tom, W8JI wrote: "Thinking the inductor or loading coil represents 60 degrees of electrical length is EXACTLY where the big myth is at and it can easily be proven to be a myth!" Suppose the vertical is only 2/3 the height needed for self resonance, or 60-degrees high. The loading coil must replace about 30-degrees of missing antenna to bring the vertical to resonance. The myth is in thinking your 60-degree vertical is 90 degree resonant by virtue of an inductor "replaces about 30-degrees of missing antenna". It does not do that. Every real-world inductor behave to some extent as a transmission line, but unless the inductor is spatially large in terms of wavelength or unless the inductor has a termination impedance significantly higher than the shunting impedance caused by its own self-capacitance to the outside world the "transmission line" or radiation mode effects are negligible. The ultimate in misunderstanding is when people think the loading inductor replaces a missing electrical degree length, rather than understanding a reasonably compact inductor primarily inserts a reactance that compensates for the capacitive reactance of the antenna system. Does it have some other behavior based on the fact it is less than perfect? Of course. No one is saying it doesn't have some limited effects! If I have a 10 degree tall base loaded antenna it is a ten degree tall antenna. It is NOT 90 degree resonant antenna with "80 degrees of missing length" in the inductor, nor with that 80 degree long inductor behave like 80 degrees of antenna length would. The very incorrect concept that an inductor and loaded antenna acts as a "80 degree coil and ten degree antenna" (substitute the numbers you want) is what kicked this whole thing off several years ago. 73 Tom |
Current through coils
"Amos Keag" wrote
My 60 meter mobile antenna is 90 degrees long, 1/4 wavelength resonant at 18 +j0 ohms [MFJ analyzer]. etc _____________ But how much of that resistance term is the true radiation resistance of your short radiator, and how much is contributed by the coil and "ground plane" losses? Resonating an electrically short radiator with a loading coil doesn't change the radiation resistance of the short vertical antenna (whip) itself -- and the r-f current able to flow in that whip is the source of practically all of the useful radiation that system can produce. The loading coil makes it possible for a practical transmitter to deliver r-f power into that short antenna system, but doesn't change the fact that it is only the short radiator itself that provides the useful radiation. The system may have the net reactance of a resonant, 1/4-wave vertical, but it will still have the radiation resistance of the original, short radiator, and that radiation resistance is the primary determinant of system radiation efficiency when using these coil-loaded antennas. RF |
Current through coils
Ian White GM3SEK wrote:
. . . It is true that we agree on a lot of things, but there's only one reason for that: because physical reality is the same in Oregon, England and Scotland as it is in Georgia. There is a very high probability that it's the same in Texas too. No, I really think there's some kind of reality vortex in Texas. Adding to the already overwhelming evidence is the recent news that Tom DeLay overwhelmingly won the primary election so is well on the way to re-election. Reality is quite obviously different there. Roy Lewallen, W7EL |
Current through coils
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Current through coils
Richard Harrison wrote:
Suppose the vertical is only 2/3 the height needed for self resonance, or 60-degrees high. The loading coil must replace about 30-degrees of missing antenna to bring the vertical to resonance. Here's the reason why. In a standing wave antenna, like a mobile antenna, the forward current and the reflected current are 180 degrees out of phase at the tip of the antenna and their phasor sum is zero. That is one of the laws of reflection physics. Their phasors are rotating in opposite directions so they must each rotate 90 degrees to be in phase and additive at the feedpoint. That's simple geometry. Your above antenna loading coil must contribute ~60 deg to the rotation of the forward and reflected currents. There is nothing else existing in the antenna that can accomplish that absolutely necessary function. Where is the myth? The lumped circuit model is generating a logical blunder. That model presupposes no phase shift through an inductance. Therefore, there is no phase shift through an inductance. (Circular Logic) Fortunately, the coil ignores our mis-applied man-made model and performs the phase shift anyway. The actual myth is that there is no phase shift through a 75m bugcatcher coil. That myth is rampant on ham radio web pages. The lumped circuit model assumes the proof before a solution to the problem is even attempted. It is a common mistake, known as 'petitio principii', in the solution of logic problems (also known as 'begging the question'). Some folks have simply forgotten that the lumped circuit model presupposes that no reflections exist. It cannot be used in a standing wave antenna environment. Now that these folk have been reminded of the technical facts, it will be interesting to observe the results. Will the erroneous web page information be corrected? -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
Reg Edwards wrote:
I had to skip over the bit about Smith Charts. As you are aware I don't know how to use one. The basics are really easy. Do you want to learn? -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
David Shrader wrote: wrote: SNIPPED If I have a 10 degree tall base loaded antenna it is a ten degree tall antenna. It is NOT 90 degree resonant antenna with "80 degrees of missing length" in the inductor, nor with that 80 degree long inductor behave like 80 degrees of antenna length would. If I have a 15 degree long physical antenna, center loaded at 10 degrees, with 5 degrees above the coil I do have a 15 degree physical antenna. That does not mean the antenna is NOT 90 degrees elctrically long! If the antenna is 15 degrees long, it is 15 degrees long. I'm not even sure "90 degree resonant" is a viable phrase, or what it means. Can I have a series tuned circuit that is "90 degree resonant"? Is the radiation resistance the same as a 90 degree tall Marconi? Is the current distribution the same? If we go to twice the antenna's frequency is it 180 degree resonant? Does it have a current maximum in the center and HV at each end? This is as bad as the MFJ 20 foot tall vertical half-wave that covers 80 through 2 meters. Resonance requires that the reactive components cancel both in amplitude and phase! Each reactive component introduces phase shift into the system. The antenna, without a loading coil, is composed of three terms: resistance [radiation and loss], self capacitance, and self inductance. In a shortened antenna the self capacitance dominates and the resultant phase shift is NOT zero. It is required to add inductance to achieve resonance [phase shift = 0]. If an antenna is electrically 15 degrees long and the self inducance does not reduce the reactive phase shift to zero PHASE SHIFT MUST BE ADDED TO THE ANTENNA for resonance. This phase shift is accomplished by the loading coil. So what? No one disagrees with that. The series loading inductor corrects power factor, or brings voltage back in pahse with current. Nothing I've written or read disagrees with that. Now, when that antenna is fed with 1 ampere [Imax] at the base of the antenna and the feed current follows a cosine distribution to the base of the coil [I = Imax*cos(theta)][theta=10], you claim that the current exiting the coil is also Imax*cos(theta), or 98.5% of max value. However, if we start with zero current at the tip, a valid initial condition, and let current increase by a sine function then I = Imax*sin(theta1][theta1 = 5 degrees] The result is simply 9% of max value. There seems to be a disconnect here. 98.5% = 9% ????????? That's because you have failed to realize the antenna has a triangular distrubution ABOVE the coil. I suggest you look at this link: http://www.w8ji.com/Topload_Rad_res.bmp If I understand you correctly, then the measured value at the base of the 15 degree antenna is NOT 1 ampere but only 0.07 amperes. Your misunderstanding appears to be rooted in thinking the antenna above the loading reactor has a sine distribution. It does not. It is basically triangular. Unless distribution is correctly visualized, conclusions will be flawed. It take a certain number of ampere-feet to radiate a given amount of power as EM radiation. When the spatial distance of the radiating element is reduced, the current has to increase. This is just another way of saying radiation resistance decreases, and current increases. Therefore, I offer that the loading coil provides the required additional inductance for resonance. I'll agree with that. It corrects power factor. It forms a series resonant circuit with the capacitance presented by the antenna above the inductor. The only thing you are missing is the current curves are nowhere like you assume in the whip above the coil. It's very well documented in hundreds of peer reviewed engineering texts that current takes on a triangular distribution in a very short radiator, and that the intetgrated current over the length of that radiator for a given radiated power always equals the same ampere-feet. 73 Tom |
Current through coils
"Cecil Moore" wrote
It is physically 10 degrees tall. The physical height is what determines the radiation pattern. It is electrically 90 degrees long. The electrical length is what determines the feedpoint impedance. Where does that 90 degrees of electrical length come from if not partially from the coil? ________________ The intrinsic impedance of the radiator consists of its radiation resistance and its reactance. The proper loading coil can provide a net reactance at the feedpoint of the antenna system of ~ zero ohms, but that hasn't changed the radiation resistance of that short radiator. So the coil-loaded, short radiator is not really "electrically" ~90 degrees long -- it just has the reactance of an antenna that is ~90 degrees long. The coil-loaded, short radiator itself still doesn't have the radiation resistance of linear, 1/4-wave antenna. That remains a function of the electrical length of the whip, itself, apart from the effects of the coil. RF |
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