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-   -   Current in loading coil, EZNEC - helix (https://www.radiobanter.com/antenna/2449-current-loading-coil-eznec-helix.html)

Cecil Moore November 4th 04 05:16 AM

Roy Lewallen wrote:
In the absence of radiation, all the charge that flows into an inductor
has to flow out, a point I and (much more eloquently) Ian and others
have tried to make, but which is lost on some of the most vocal
contributors to the newsgroup. This concept doesn't seem to fit neatly
into some of the preconceived theories, so is simply being ignored. In
the end, any theory that truly explains observed phenomena has to work
with physically vanishingly small inductors, for which the currents in
and out must be equal, as well as larger ones.


What a lot of people are missing is that a relatively constant forward
current flows into the bottom of the coil and out the top. That current
is reflected from the tip of the antenna and a relatively constant
reflected current flows into the top of the coil and out the bottom.
The current at the bottom and top of the coil is the phasor sum of
those two currents and cannot help but be different for the typical
mobile bugcatcher antenna.

The net total current is the sum of those two currents and even if the
component currents are constant, their phasor sum will differ because
the phase of the component currents are changing in opposite directions
across the bugcatcher coil.

The cosine current distribution on a standing-wave antenna is just a
standing wave caused by the superposition of forward and reflected
current.

For a vanishingly small inductor, the phase shift through the inductor
is near zero and indeed results in the same current on both sides of
the inductor so the theory works just fine.
--
73, Cecil http://www.qsl.net/w5dxp
"The current and voltage distributions on open-ended wire antennas are
similar to the standing wave patterns on open-ended transmission lines ...
Standing wave antennas, such as the dipole, can be analyzed as traveling
wave antennas with waves propagating in opposite directions (forward and
backward) and represented by traveling wave currents If and Ib ..."
_Antenna_Theory_, Balanis, Second Edition, Chapter 10, page 488 & 489


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Cecil Moore November 4th 04 05:21 AM

Gene Fuller wrote:
Yes, but Tom modified his statement shortly thereafter.


Tom admitted his statement was wrong? When and where?
--
73, Cecil http://www.qsl.net/w5dxp


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Gene Fuller November 4th 04 02:05 PM

Cecil,

You are using fightin' words, but I will play along. (I said "modified",
not "wrong".)

I followed the URL quoted on Yuri's web site,

http://www.eham.net/articles/5998

It appears to me that W8JI made his first comment on this topic on
August 7, 2003. The "ALWAYS" exchange with Yuri took place on August 10.

Over the next week there were numerous messages. W8JI explained how
there could be a current change if the coil exhibited capacitive
coupling, yada, yada, yada.

On August 17 W8JI posted a summary which clearly outlined his position.
This is essentially the same position that has been detailed on his web
site.

I don't care one way or the other about just how the personality battle
started. You may see it differently than I do. However, it seems pretty
clear, with the exception of one hyperbolic "always" comment, W8JI fully
understands that the current can be different at the ends of a
real-world coil.

I am not going to engage in a semantics battle with you or anyone else.
If you don't agree with my interpretation that's fine with me.

73,
Gene
W4SZ

Cecil Moore wrote:
Gene Fuller wrote:

Yes, but Tom modified his statement shortly thereafter.



Tom admitted his statement was wrong? When and where?



Richard Harrison November 4th 04 02:08 PM

Wes, N7WS wrote:
"Could you describe in more detail what the "pictures" are saying."

My edition of "Low-Band DXing" is copyrighted in 1994.

The "pictures" are graphs of current distribution on (6) different
1/4-wave vertical antennas:
1) full size
2) base loaded 1/8-wave of wire
3) capacitive hat loaded 1/8-wave
4) center loaded 1/16-wave wire above & below
5) continuously loaded (all coil) antenna
6) combined top and base loading of short vertical

The current distribution graphs are in a section (2.1) titled
"Radiation Resistance"

In every case , the current tapers lower from feedpoint end to the
loading coil`s end nearer the open end of the antenna. Devoldere
discusses the various loading methods.

Devoldere says the full size 1/4-wave vertical has a radiation
resistance of 36.6 ohms. His 50% length base loaded example has a
radiation resistance of 6.28 ohms. His top loaded example has a
radiation resistance of 18.3 ohms. His center loaded example has a
radiation resistance of 22.1 ohms

Radiation resistance is our goal. Radiation resistance versus total
resistance (radiation+loss resistances) is the antenna efficiency.

The all coil antenna has a calculated radiation resistance of 16.4 ohms.

The point is that all loading coils show less current at the top than at
the bottom because that`s the way it is, superposition.

Now that we`ve been re-Bushed, I`ve had time to answer Wes` question.

Best regards, Richard Harrison, KB5WZI


Gene Fuller November 4th 04 02:32 PM

Cecil,

I cannot speak directly for Tom Donaly, but you and I are about 99% in
DISagreement over physics.

One more time:

Current, charge, voltage, E-field, and H-field are different physical
entities. They are related, but they are not interchangeable.

No amount of E-field, H-field, or voltage can create or destroy charge.
Current is the movement of charge. At any point in space that charge
must either keep moving (Kirchhoff's current law) or it must be stored
(continuity equation). There is absolutely no other choice, period.

Your traveling wave/standing wave model is intuitive, but otherwise
useless. Many authors reference such a model, but no one seems to use it
for serious calculations.

You have started quoting Balanis:

"The current and voltage distributions on open-ended wire antennas are
similar to the standing wave patterns on open-ended transmission lines ...
Standing wave antennas, such as the dipole, can be analyzed as traveling
wave antennas with waves propagating in opposite directions (forward and
backward) and represented by traveling wave currents If and Ib ..."
_Antenna_Theory_, Balanis, Second Edition, Chapter 10, page 488 & 489


I do not have easy access to the Balanis book at this time. Does he go
on to actually perform antenna calculations such as actual current
distributions and radiated fields? I found the table of contents for
this edition of his book, and it appears that Chapter 10 is a chapter on
traveling wave antennas, not basic dipoles. If so, then it is likely
that Balanis is merely trying to tie the entire world of antennas
together to give a warm and fuzzy feeling to the reader.

Every detailed professional treatment of antenna theory and modeling I
have found starts with Maxwell's equations, and quickly gets immersed in
integral equations, Green's functions, and other messy stuff. Why would
people do this if the mere application of a couple of traveling waves
would provide the correct answers?

Do you have a reference to an analytic treatment using the traveling
wave model that could give results comparable to NEC2? If so, I would
sure like to find that reference.

73,
Gene
W4SZ

Cecil Moore wrote:

Gene Fuller wrote:

Antennas work the same way. Any change in current along the antenna
must be accompanied by a change in stored charge.



The net (total) current on a standing-wave antenna is the phasor sum
of the forward current and reflected current and can change simply
because it is part of a standing wave. The change in net current at
the tip of a standing-wave antenna simply means that the energy has
moved from the H-field into the E-field.



Cecil Moore November 4th 04 02:39 PM

Gene Fuller wrote:
On August 17 W8JI posted a summary which clearly outlined his position.
This is essentially the same position that has been detailed on his web
site.


Point is, W8JI has never retracted his false statement.

What he has missed is that all those effects he lists affect both the
forward and reflected currents on a standing-wave antenna. The major
effect in the change in NET current is simply the superposition of
the forward and reflected waves with their differing phases from end
to end in the antenna.
--
73, Cecil http://www.qsl.net/w5dxp


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Tom Donaly November 4th 04 03:18 PM

Gene Fuller wrote:
Cecil,

I cannot speak directly for Tom Donaly, but you and I are about 99% in
DISagreement over physics.

One more time:

Current, charge, voltage, E-field, and H-field are different physical
entities. They are related, but they are not interchangeable.

No amount of E-field, H-field, or voltage can create or destroy charge.
Current is the movement of charge. At any point in space that charge
must either keep moving (Kirchhoff's current law) or it must be stored
(continuity equation). There is absolutely no other choice, period.

Your traveling wave/standing wave model is intuitive, but otherwise
useless. Many authors reference such a model, but no one seems to use it
for serious calculations.

You have started quoting Balanis:

"The current and voltage distributions on open-ended wire antennas are
similar to the standing wave patterns on open-ended transmission lines ...
Standing wave antennas, such as the dipole, can be analyzed as traveling
wave antennas with waves propagating in opposite directions (forward and
backward) and represented by traveling wave currents If and Ib ..."
_Antenna_Theory_, Balanis, Second Edition, Chapter 10, page 488 & 489


I do not have easy access to the Balanis book at this time. Does he go
on to actually perform antenna calculations such as actual current
distributions and radiated fields? I found the table of contents for
this edition of his book, and it appears that Chapter 10 is a chapter on
traveling wave antennas, not basic dipoles. If so, then it is likely
that Balanis is merely trying to tie the entire world of antennas
together to give a warm and fuzzy feeling to the reader.

Every detailed professional treatment of antenna theory and modeling I
have found starts with Maxwell's equations, and quickly gets immersed in
integral equations, Green's functions, and other messy stuff. Why would
people do this if the mere application of a couple of traveling waves
would provide the correct answers?

Do you have a reference to an analytic treatment using the traveling
wave model that could give results comparable to NEC2? If so, I would
sure like to find that reference.

73,
Gene
W4SZ

Cecil Moore wrote:

Gene Fuller wrote:

Antennas work the same way. Any change in current along the antenna
must be accompanied by a change in stored charge.




The net (total) current on a standing-wave antenna is the phasor sum
of the forward current and reflected current and can change simply
because it is part of a standing wave. The change in net current at
the tip of a standing-wave antenna simply means that the energy has
moved from the H-field into the E-field.




As usual, Cecil is very selective of his quotes. Balanis uses a
highly mathematical approach in most of his book, supplemented by
many graphs and charts. Cecil's quote, like his quote of Tom Rauch
on loading coils is only a very small part of the total.
73,
Tom Donaly, KA6RUH

Richard Harrison November 4th 04 04:48 PM

Gene, W4SZ wrote:
"Do you have a reference to an analytic treatment using the traveling
wave model that could give results comparable to NEC2?"

NEC2 must agree with reality else it is worthless.

Terman agrees with Balanis and is only wrong when theory is revoked.
Terman says on page 866 of his 1955 edition:
"A wire antenna is a circuit with distributed constants; hence the
current distribution in a wire antenna that results from the application
of a localized voltage follows the principles discussed in Chap. 4, and
depends upon the antenna length, measured in wavelengths; the
terminations at the ends of the antenna wire; and the losses in the
system. The current distribution is also affected by the ratio of wire
length to diameter in situations where the antenna is unusually thick.
(see Kraus, Schelknoff, and Friis) Under most circumstances, the losses
are sufficiently low and the ratio of wire length to diameter
sufficiently great so that to a first approximation the current
distribution can be taken as that for a line with zero losses; it then
has the characteristics discussed in Sec. 4-5."

Sec. 4-5 is titled: "The Effect of Attenuation on Voltage and Current
Distribution - Lossless Lines" This is in Chapter 4, "Transmission
Lines".

Best regards, Richard Harrison, KB5WZI


Gene Fuller November 4th 04 06:34 PM

Richard,

What in the world are you babbling about????

Nothing I wrote conflicts with Terman or Balanis. Did you see a ghost
message from me that I did not write?

73,
Gene
W4SZ

Richard Harrison wrote:
Gene, W4SZ wrote:
"Do you have a reference to an analytic treatment using the traveling
wave model that could give results comparable to NEC2?"

NEC2 must agree with reality else it is worthless.

Terman agrees with Balanis and is only wrong when theory is revoked.
Terman says on page 866 of his 1955 edition:
"A wire antenna is a circuit with distributed constants; hence the
current distribution in a wire antenna that results from the application
of a localized voltage follows the principles discussed in Chap. 4, and
depends upon the antenna length, measured in wavelengths; the
terminations at the ends of the antenna wire; and the losses in the
system. The current distribution is also affected by the ratio of wire
length to diameter in situations where the antenna is unusually thick.
(see Kraus, Schelknoff, and Friis) Under most circumstances, the losses
are sufficiently low and the ratio of wire length to diameter
sufficiently great so that to a first approximation the current
distribution can be taken as that for a line with zero losses; it then
has the characteristics discussed in Sec. 4-5."

Sec. 4-5 is titled: "The Effect of Attenuation on Voltage and Current
Distribution - Lossless Lines" This is in Chapter 4, "Transmission
Lines".

Best regards, Richard Harrison, KB5WZI



Richard Clark November 4th 04 06:58 PM

On Thu, 4 Nov 2004 08:08:00 -0600, (Richard
Harrison) wrote:

Devoldere says the full size 1/4-wave vertical has a radiation
resistance of 36.6 ohms. His 50% length base loaded example has a
radiation resistance of 6.28 ohms. His top loaded example has a
radiation resistance of 18.3 ohms. His center loaded example has a
radiation resistance of 22.1 ohms


Hi Richard,

This material has all the hallmarks of pencil whipping. The radiation
resistance of an antenna is NOT necessarily the same as its drivepoint
impedance at resonance. Without expressing the size of the radiator
in each of the examples above, I am forced to consider that the reason
for such loading examples is that the structure is significantly
smaller than a quarterwave. I say this principally due to the
inference of one line:
His 50% length base loaded example

If we are speaking of a 1/8th wave tall radiator under different
loading conditions, then it follows that the "radiation resistance" is
incorrectly applied to drivepoint Z with a forced resonance due to
loading.

Similar pencil whipping occurs when discussion centers on folded
antennas that purport to raise "radiation resistance" when in fact
they are simply raising drive Z. The argument in that vein generally
plods on that even so, efficiency is raised. Then the argument is
dashed in that the loss resistance is ALSO raised by the same
mechanism and the efficiency either suffers by comparison, or at best
breaks even.

This is the bane of loading, it introduces new sources of loss in
comparison to the native "radiation resistance" that is unaltered by
their inclusion.

73's
Richard Clark, KB7QHC


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