The optimal shortening factor for capacitive
top loading helical is from 2 to 5. With larger shortening factor the top
loading helical antenna is critical to tuning to resonance.
Umbrella of the helical antenna should have at least 3 wires. The optimal
wires may have length near half of the height of the helix. The
wires may be placed at 90 to 45 degree to the helix.
Umbrella consisting from two wires going into appositive direction as
well works. Length of the wires may be more the height of the
helix.
And remember that capacitive top loading helical antennas
are capricious in tuning and operation compare to helical antennas
without capacitive top loading. Always install RF choke at the
feeding terminals of the antenna.
Harmonic
Frequencies of the Helical Antennas
When I did measuring the resonance frequencies of the shortened helical
antennas I found that the antennas, as well as the linear wire
antennas, have resonances at high harmonic frequencies. Most of
the tested antennas have second and third frequencies for harmonic
resonance. Some antennas have ever fourth frequency of the harmonic
resonance. As a rule, capacitive
top loading helical antennas do not have clear frequencies for
harmonic resonance at all or the harmonic frequencies are hard
to predict. So we stopped by only to harmonic frequencies of the
usual shortened helical antennas.
In linear wires antennas their harmonic frequencies
are practically multiples of the main resonance frequency. It
is not so in the shortened helical antennas. During my experiments
I found a simple law that explains how it is possible found the
higher harmonics.
As a rule, the second harmonic of the shortened helical
antenna is at frequency that is slightly higher than the doubled
frequency of the first resonance of the antenna.
For example, if the antenna has the primary resonance at frequency
7.00 MHz, the second resonance of the antenna should be detected
at frequency of approximately 14.50 MHz.
However, some types of the helical shortened antennas may have significant
difference in the second resonance frequency.
It is:
Helical shortened antennas with shortened factor more
the 10.
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Helical shortened antennas with small pitch in the
helix.
Helical shortened antennas wound by thin wire with
diameter less the 0.3- mm.
Helical shortened antennas wound on the form with high
dielectric permeability.
Shortened helical antennas wound on the form with small
diameter- less the 16- mm.
If the shortened helical antenna is wound by thick
wire (with diameter of more than 1- mm) on hollow dielectric form
of large diameter (for example, on form made of empty plastic
bottles), and has a small shortening factor (for example, equal
to 2 - 4), then the frequency of the second resonance of the antenna
will have minimum deviation from the doubled frequency of the
first resonance. For example,
if the antenna has the first resonance at a frequency of 7.00
MHz, then the second resonance of the antenna may be found at
approximately frequency 14.150 MHz.
Typically, the third harmonic of the shortened helical
antenna may be detected at frequency slightly higher than the
sum of the frequency of the first resonance of the antenna and
the frequency of the second resonance of the antenna. For example,
if the antenna has a main resonance at a frequency of 7.00 MHz,
and the second resonance is at frequency 14.500 MHz, then the
third resonance of the antenna may be detected at frequency of
23.0 MHz.
The significant difference in the frequency of the
third resonance from the sum of the frequencies of the main and
second resonance of the antenna is observed in the following types
and designs of the shortened helical antennas:
Helical shortened antennas with shortened factor more
the 10.
Helical shortened antennas with small pitch in the
helix.
Helical shortened antennas wound by thin wire with
diameter less the 0.3- mm.
Helical shortened antennas wound on the form with high
dielectric permeability.
Shortened helical antennas wound on the form with small
diameter- less the 16- mm.
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