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Translation into the Dostoevsky language by Sergie Gorbunov, UA3TJC
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CENTER-FED MONOBAND INVERTED LONG WIRE VEE Edited from a project by Edward
M. Noll, W3FQJ in the book "73 Dipole and Long Wire Antennas"
published by Editors and Engineers, Ltd, Copyright
1969
Edward Noll had many great antenna projects in his
book. Lots of them were based on the 3/4 wave length per side
dipole. Presented here is one of them!
Antennas can be resonated to a specific frequency by
making their overall electrical length a whole multiple of a
half wavelength. There is a rise in gain with each
half-wavelength addition. In the case of a horizontal antenna,
the antenna becomes more directive with antenna length. The
addition of leg lengths in odd multiples of a half wave-length
ensures a low impedance center feed point because each leg of such
an antenna is an odd number of quarter waves-lengths
long.
This project will enable you to build a monoband long
wire inverted vee with 3/4 wave length sides that will have a bit
of gain, (amount not stated in the book), for high band operation
and long distance compared to a standard 1/2 wave dipole because of
its lower vertical angles of radiation, and added leg length. The
longer the leg lengths in odd multiples, the more the gain. It
amounts to a very low cost and effective antenna. It is also
less directional than the horizontal dipole or straight long
wire antenna. On a horizontal 3/2 wavelength dipole, the
antenna presents four major lobes and 2 minor lobes. The four
major lobes are at: 45, 135, 225, 315, degrees The two minor
lobes are at: 90 and 270 degrees with respect to the
horizontal antenna as viewed from above as in line
below:
VIEW
FROM ABOVE
90
180 Degrees ______________________ 0
Degrees
270

A
practical 20 meter basic design, assuming a 25 to 45 foot mast is
used can be determined by the formulas below: (As always, it is
wise to cut lengths long and trim as needed for best
resonance)
Leg length = 738
divided by frequency in mhz Leg length each
half = 738/14.2 = 52 feet
Line length =
650
divided by frequency in mhz Line length = 650/14.2 = 45 feet 9
inches.
The "magic" numbers
(738 and
650) in the formulas above appear to be arrived at
by trial and error by Ed Noll and were presented in a chart in the
book. To arrive at the "magic" numbers (constants) for each
formula for different leg lengths and feeder lengths as determined
by your particular lot size, just do the following:
For
longer leg lengths add 492 to each odd multiple of a 1/4 wave
length: Example: 3/4 length =
738/freq 5/4 length =
1230/freq 7/4 length =
1722/freq and
so on
For longer feed line
lengths, (REMEMBER THAT
FEED LINE LENGTH MUST BE AN INTEGRAL MULTIPLE OF A HALF WAVE LENGTH
TAKING THE VELOCITY FACTOR OF THE LINE INTO
CONSIDERATION!) Example: 1/2 2/2 3/2 4/2 etc VF
.66 LINE VF .81 LINE 1/2
325/F 400/F 2/2
650/F
800/F 3/2
975/F
1200/F
Notice that that for .66vf line,
325 is added each time and for .81 line,
400 is added each time for the constants.
(There were no other constants for other velocity factors in the
articles in the book, however, you can still use the formula....Line
length in feet (1/2 wave) = 492 X VF / freqmhz for determining
the electrical half wavelength of a
line) *********** Higher gain figures
can be accomplished by bending the legs forward toward the receiving
station. See the 3 Halfwave Vee Beam based on these same principles by Ed Nolls,
W3FQJ. Editor's note: If you
can find a copy of Ed's "73 Dipole and Long-Wire Antennas", by all
means, get it. Ed also wrote many other books related to
radio. Many are out of print but still can be found. You
will have many hours of fun building and experimenting with Ed's
designs which are a culmination of his many years of very talented
dedication to Amateur
Radio......N4UJW
POWERED BY HAM
RADIO!
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