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Current through coils
Ian White GM3SEK wrote:
There is one typo in that statement: I posted it part-way through changing from "In other words, you use the inductance in exactly the same way as you would in any other circuit" to "In other words, it [the inductance] behaves in exactly the same way as it does in any other circuit". I stand by both of those statements. Too bad you are standing by false statements. :-) Quoting: http://www.ttr.com/corum/index.htm "... one needs transmission line analysis (or Maxwell's equations) to model these electrically distributed structures. Lumped circuit theory fails because it's a theory whose presuppositions are inadequate. Every EE in the world was warned of this in their first sophomore circuits course." Seems you weren't listening that day, Ian. "Lumped element representations for coils require that the current is uniformly distributed along the coil - no wave interference and no standing waves can be present on lumped elements." It's because you modeled a real-life coil, whose length and diameter are each a significant fraction of the size of the whole antenna. A 75m bugcatcher coil is a real-life coil, Ian. Contrary to what W8JI asserts, it is a significant fraction of the size of the whole antenna. It uses 42 feet of wire, for goodness sake. You are hung up on something far more fundamental. You are misrepresenting the fundamental electrical properties of inductance to make them fit your theory. I am using distributed network theory known to work in a standing wave environment. You are using lumped element theory known to fail in a standing wave environment. A 75m bugcatcher mobile antenna is a standing wave environment. So exactly who is "misrepresenting the fundamental electrical properties of inductance to make them fit his theory"? -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
Amos Keag wrote:
I agree with Cecil. Good to hear. Conclusion: the coil, at 75 degrees of the circuit, has to be treated differently from DC or LF models. Yes, I just ran an experiment that would support that statement. My 75m bugcatcher coil is mounted on a one foot bottom section on my pickup. I'm sorry but I can't fasten the coil directly to the mount for reasons of clearance. But one foot at 75m is only about 1.5 degrees so let's call it negligible. I have one of those 12 foot telescoping whips from MFJ. It's great for portable operation from my pickup. It is adjustable from 2 feet to 12 feet. The first measurement I made was with no whip at all, just the bugcatcher sitting on top of a one foot bottom section. I used an MFJ-259B for the measurements connected through a two foot W2DU choke. Here are the results. resonant Stinger frequency 0' 6.7 MHz 2' 5.1 MHz 4' 4.3 MHz 6' 3.8 MHz 8' 3.5 MHz 10' 3.2 MHz 12' 3.0 MHz It's more than obvious that with a stinger length of 0', the coil is very close to 1/4WL and is NOT a lumped inductance. The current at the top of the coil is obviously zero. So moving down the frequency in 2' increments, exactly when does a coil made with 42 feet of wire become a lumped inductance in the presence of standing waves? http://www.ttr.com/corum/index.htm says never. When I get my MFJ current meter, I will actually measure the current at the top and bottom of the coil. -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
Reg Edwards wrote:
There's not one of the clever buggers who can design a coil-loaded whip for a given frequency using a pencil, paper and a pocket calculator. Sure we can, Reg. Just design the coil too big and jumper the un-needed turns. :-) -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
Hmm ... ARRL Antenna Book gives method ... No?
Cecil Moore wrote: Reg Edwards wrote: There's not one of the clever buggers who can design a coil-loaded whip for a given frequency using a pencil, paper and a pocket calculator. Sure we can, Reg. Just design the coil too big and jumper the un-needed turns. :-) |
Current through coils
"Cecil Moore" wrote Reg Edwards wrote: There's not one of the clever buggers who can design a coil-loaded whip for a given frequency using a pencil, paper and a pocket calculator. Sure we can, Reg. Just design the coil too big and jumper the un-needed turns. :-) ========================================== Dear Cecil, you know as well as I do, that pruning the coil is not DESIGN. It is a procedure done by people who are floundering about in the dark. Not by supposedly professionally qualified engineers who are participating in this discussion. Anybody, even a CB-er, can make an antenna with the top of the whip a mile long and then severely prune it until the antenna resonates at the pre-determined frequency, following a score of attempts to use coils of different dimensions and numbers of turns. But even the experimenting CB-er has to understand what he is doing. Not so the so-called professionals. It appears from this discussion the university-educated Ph.D professionals are the ones who are floundering about in the dark. Silly old-wives indeed. As I have said before, the standards of education in Western schools and universities are dropping to bits. Chinese, Japanese, Korean, Iraqian, Iranian, Afganistan, Indian, Pakistan, Vietnam and Indianesian school kids, not forgetting the half-starved sewer-rats of Rio-de-Janerio, are better at arithmetic. And, what is more important, what stems from it! If you are interested I am on Spanish, Valencia Red tonight. It is supposed to minimise cholesterol in the blood stream. ---- Your old pal, Reg. |
Current through coils
Reg Edwards wrote:
Dear Cecil, you know as well as I do, that pruning the coil is not DESIGN. I dunno about that, Reg. The Texas Bugcatcher guy made a living off of coils that were designed to require pruning. He even sold a pruning kit. If you are interested I am on Spanish, Valencia Red tonight. It is supposed to minimise cholesterol in the blood stream. Muy bueno. California Merlot here. Makes me forget about my cholesterol. :-) -- 73, Cecil http://www.qsl.net/w5dxp |
Current through coils
My 60 meter mobile antenna is 90 degrees long, 1/4 wavelength resonant
at 18 +j0 ohms [MFJ analyzer]. It is 10 degrees long from feedpoint to base of coil. Current into the coil is 98% of feedpoint current [cos 10 degrees]. The antenna is 5 degrees long from top of coil to top of antenna. The current at the top of coil calculates to 9% of feed current [sin 5 degrees]. Conclusion: the coil, at 75 degrees of the circuit, has to be treated differently from DC or LF models. I don't know how you can reach that conclusion except by guessing. The inductor has some effective equivalent series impedance that includes resistance, reactance, and distributed capacitance. I can easily build an inductor for your antenna that tunes the antenna to resonance and when the top-whip is removed makes the lowest resonant many times higher than 75 degrees plus 10 degrees at 60 meters would appear. On the other hand I can probably, given enough time, build an inductor that might mislead us into thinking the coil inserted in the antenna acts like it is about 75 degrees long. 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! 73 Tom |
Current through coils
Reg Edwards wrote:
SNIPPED A LOT There's not one of the clever buggers who can design a coil-loaded whip for a given frequency using a pencil, paper and a pocket calculator. Hmm ... The capacitance of a short vertical monopole above a conducting plane is a straightforward EM problem [Em 101]. Hmm ... Resonance requires a series inductance where L is proportional to N^2 times D^2. [Circuits 101] Value of L can be adjusted using transmission line models for location along the monopole. The Zo of the monopole is proportional to the ln(len/dia minus a constant). [Antennas 101] Given a little time to review the particulars and refresh 60+ years of separation from EM 101 I think the method would work. But, I don't have a calculator. Would my old Pickett do? Does this mean I don't qualify as a "clever bugger"? |
Current through coils
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!" A vertical antenna is often driven against a reflecting ground system. It is desirable that it be self resonant at nearly 1/4-wavelength (90-degrees), in many instances, to eliminate reactive impedance to current into the antenna, avoid loading coil loss, and avoid bandwidth limitation which comes with high-Q coils. Even with its drawbacks, a base loading coil is often the practical way to resonate a too-short antenna. 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. 30-degrees is not an inductance value. An inductor is impure because it has resistance and capacitance in addition to inductance. Also, the inductance needed to replace the missing 30-degrees of antenna depends on where it is sited, high, low, or in-between. Siting affects performance as it determines current distribution along the antenna. Where is the myth? Best regards, Richard Harrison, KB5WZI |
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