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How High should my Dipole be?
Dipole Antennas - the Effect of Height Above Ground
I frequently hear the question: how high should my dipole be? Or alternatively,
will my dipole work well at this or that height? Unfortunately, these questions
can not be answered without first stating what you want the dipole to actually
DO, i.e. how you plan to operate with it. Some possible goals for a dipole might
be:
1. DX work.
2. Local work: nets and rag chewing.
3. Directionality: gain in one direction, or nulls in some other direction
4. Omni-directionality.
5. Feed point impedance of 50 ohms.
As you may surmise, many of these potential goals are mutually exclusive, or at
least tradeoffs.
However, once you define what you want to do with your dipole, then you can look
at the radiation patterns to see if it will accomplish those goals.
I make the assumption that anyone reading this understands that DX work requires
a low angle of radiation, with gain in the favored direction being desirable.
Nets and rag chewing require a much higher angle of radiation and an
omni-directional pattern. A null aimed in some direction may be desirable in
various situations. Something close to 50 ohms impedance will aide matching and
power transfer to/from coax cable.
There are many other potential goals for a dipole, but the ones I have listed
are those that are most dependent on it's height above ground. Thus this
discussion will not touch upon the issues of multi - banded operation, tuned
open wire feeders, and the like. So, lets limit the issue at hand to: how the
character of a dipole varies with its height above ground.
To investigate this problem, I have modeled a hypothetical wire dipole using the
EZNEC program (from W7EL). This model is well within the verified capability of
EZNEC.
For those interested in the modeling details, this dipole, named D40M, has the
following specifications:
Material: #12 copper wire.
Length: 69.057 feet.
Ground Type: good (.005,13) NEC Sommerfield.
Frequency: 7.00 MHz nominal, but the comparative patterns were computed by
adjusting the frequency slightly for resonance at each height.
The dipole was modeled at various heights from .05 wavelengths (7 feet) to 4
wavelengths (560 feet) above good ground. One may argue that 560 feet is
ridiculous for a 40 meter dipole, but keep in mind that the data can be scaled
down to a 10 meter dipole with similar results.
The table below tabulates the results. In the first two columns, the antenna's
height above ground is given in wavelengths and in feet. The next two columns
show the maximum gain in the favored direction (i.e. broadside to the wire),
followed by the launch angle and the -3 dB vertical beam width. The next two
columns once again present the gain and launch angle / beam width, but for the
axial direction (off the ends of the wire). Finally, the last 2 columns list the
complex impedance at the feed point, and the actual resonance frequency at that
specific height.
| Height |
Height |
|
Fav Dir |
Fav Dir |
|
End Dir |
End Dir |
|
|
|
| |
|
|
|
|
|
|
|
|
|
|
| |
|
|
|
Launch |
|
|
Launch |
|
|
|
| Wave |
|
|
Gain |
Angle/ |
|
Gain |
Angle/ |
|
Feedpt |
Res. |
| Lengths |
Feet |
|
(dbi) |
Bmwidth |
|
(dbi) |
Bmwidth |
|
Z |
Freq |
| |
|
|
|
|
|
|
|
|
|
|
| 4.0* |
560 |
|
7.75 |
4 / 4 |
|
5.57 |
72 / 13 |
|
|
6.93 |
| 3.0 |
420 |
|
7.83 |
5 / 5 |
|
5.25 |
68 / 14 |
|
77+ j11 |
6.94 |
| 2.0* |
280 |
|
7.80 |
7 / 7 |
|
0 |
39 / |
|
75 + j12 |
6.95 |
| 1.5 |
210 |
|
7.72 |
9 / 10 |
|
-2.50 |
33 / |
|
75 + j11 |
6.96 |
| 1.0* |
140 |
|
7.64 |
14 / 15 |
|
-11.00 |
20 / |
|
74 + j08 |
6.96 |
| .9 |
126 |
|
7.03 |
16 / 17 |
|
-8.30 |
22 / |
|
85 + j13 |
6.94 |
| .8 |
112 |
|
7.16 |
18 / 19 |
|
-6.40 |
25 / |
|
84 + j26 |
6.88 |
| .7* |
98 |
|
7.95 |
20 / 22 |
|
-4.50 |
30 / |
|
70 + j30 |
6.88 |
| .6 |
84 |
|
8.35 |
23 / 26 |
|
-1.95 |
40 / |
|
60 + j16 |
6.94 |
| .5* |
70 |
|
7.45 |
28 / 33 |
|
-0.51 |
43 / 33 |
|
71 - j00 |
7.00 |
| .4 |
56 |
|
6.06 |
35 / 47 |
|
1.30 |
59 / 102 |
|
93 + j04 |
6.98 |
| .3* |
42 |
|
5.59 |
50 / 137 |
|
4.71 |
90 / 80 |
|
100 + j32 |
6.86 |
| .2 |
28 |
|
6.70 |
90 / 118 |
|
6.70 |
90 / 67 |
|
71 + j56 |
6.77 |
| .1* |
14 |
|
8.21 |
90 / 103 |
|
8.21 |
90 / 66 |
|
23 + j39 |
6.84 |
| .05 |
7 |
|
9.61 |
90 / 99 |
|
9.60 |
90 / 72 |
|
7 + j12 |
6.95 |
* Elevation plots shown below
Analysis, Favored Direction:
The first thing to notice is that the gain in the favored (broadside) direction
varies very little with height. The important change in the broadside pattern
occurs in the launch angle of the primary lobe. As the antenna moves closer to
the ground, the launch angle of radiation gets higher and the -3 dB vertical
beam width becomes broader. Note that below the benchmark height of ½
wavelength, the launch angle increases rapidly. Once the dipole is lowered to
0.3 wavelengths, most of the radiation goes in a vertical direction. This
explains the frequently heard "rule" that a dipole must be at least ½
wavelength high to work. The seeming anomaly with the beam width below 0.4
wavelengths is easier to understand by viewing the plots shown below.
Analysis, End-Fire Direction:
One frequently sees a dipole azimuth pattern depicting a very sharp null off of
the ends of a dipole. While technically accurate, this can be very misleading as
the table above shows, and is a result of trying to depict a 3 dimensional
pattern in 2 dimensions. This often seen null is only evident at the same launch
angle as the maximum broadside gain. Of major significance is the large amount
of gain off the ends at higher launch angles. Due to multiple lobes forming
above ½ wavelength, this is not easily shown in tabular form. I have
arbitrarily chosen to list gain and launch angle for the secondary lobe with the
lowest launch angle, but recognize that there is frequently a stronger primary
lobe at higher angles. Consult the plots below for a better visualization.
Analysis, Feed Point Impedance:
The reference antenna length was chosen to resonate at the ½ wavelength height.
As expected, the feed point impedance oscillates significantly as the height
changes from our reference point. Thus we verify the old adage that you must
trim the dipole to fit your particular QTH (height being very important). The
corresponding resonant frequency for each height is shown in the last column for
reference, since complex impedance's may be of less practical importance to
some.
So, How High should the dipole be to work well?
Now we are back to looking at what we want the dipole to achieve.
For DX work, higher placement is warranted, since more power concentrated
between 5 and 15 degrees is reported to be of major benefit. Heights around one
wavelength are necessary to get the broadside lobe to launch in this range.
However, higher may not always be better. Pay careful attention to the magnitude
of secondary lobes in the broadside direction, as well as high angle radiation
off the ends. Some heights would appear better than others due to concerns with
nulling out local QRM. A complete discussion of of this aspect is beyond the
scope of this article, but may be investigated at a later date.
For local work, lower heights appear to be more beneficial. Note especially how
omni-directional our dipole becomes at lower heights. Below 0.4 wavelengths,
there is less than 1 dB of attenuation in the end fire direction, which suggests
a height between 0.4 and 0.3 might be an ideal compromise for local nets and rag
chewing.
Feed point impedance and matching does not seem to be of major concern except at
very low heights. The effect of height on 2:1 SWR bandwidth was not
investigated.
Radiation Plots
Our first plot shows the elevation pattern in both the broadside (white trace)
and end fire (yellow trace) directions for a height of 4 wavelengths, or 560
feet. Note the substantial high angle radiation in all directions, in addition
to the excellent low angle lobes.
(Click on picture for full size image)
This plot shows the elevation patterns at a height of 2 wavelengths, or 280
feet.
White trace is broadside. Yellow trace is axial (off the ends).
Still Lots of high angle radiation.
This plot shows the elevation patterns at a height of 1 wavelength, or 140 feet.
White trace is broadside. Yellow trace is axial (off the ends).
The secondary lobe is down to 47 degrees, but the primary lobe is up to 14
degrees.
This plot shows the elevation patterns at a height of 0.7 wavelength, or 98
feet.
White trace is broadside. Yellow trace is axial (off the ends).
The primary lobe is up to 20 degrees.
Note the large vertical lobe which has appeared!
This plot shows the elevation patterns at a height of 1/2 wavelength, or 70
feet.
White trace is broadside. Yellow trace is axial (off the ends).
Now that's a classical dipole pattern!
This plot shows the elevation patterns at a height of 0.3 wavelength, or 42
feet.
White trace is broadside. Yellow trace is axial (off the ends).
We are entering the "skywarmer" mode here.
This plot shows the elevation patterns at a height of 0.1 wavelength, or 14
feet.
White trace is broadside. Yellow trace is axial (off the ends).
This plot shows comparative elevation patterns, in the broadside direction only,
White trace is for 2 wavelengths, 280 feet.
Yellow trace is for 1 wavelengths, 140 feet.
This plot shows comparative elevation patterns, in the broadside direction only.
White trace is for 0.7 wavelengths, 98 feet.
Yellow trace is for 0.5 wavelengths, 70 feet.
This plot shows comparative elevation patterns, in the broadside direction only.
White trace is for 0.5 wavelengths, 70 feet.
Yellow trace is for 0.3 wavelengths, 42 feet.
Pink trace is for 0.1 wavelengths, 14 feet.
HAMS
Have
you ever wondered why we radio amateurs are called "HAMS?" Well,
according to the Northern Ohio Radio Society, it goes like this: the word ham
was applied in 1908 and was the call letters of one of the first Amateur
wireless stations operated by some members of the HARVARD RADIO CLUB. There were
Albert S. Hyman, Bob Almy and Peggie Murray. At first, they called their station
Hyman-Almy-Murry. Tapping out such a long name in code soon called for a
revision and they changed it to HY-AL-MU, using the first two letters of each
name. Early in 1909, some confusion resulted between signals from Amateur
wireless HYALMU and a Mexican ship named HYALMO, so they decided to use only the
first letter of each name and the call became HAM. In the early pioneer
unregulated days of radio, Amateur operators picked their own frequency and call
letters. Then, as now, some Amateurs had better signals than some commercial
stations. The resulting interference finally came to the attention of
congressional committees in Washington and they gave much time to proposed
legislation designed to critically limit Amateur activity. In 1911, Albert Hyman
chose the controversial Wireless Regulation Bill as the topic for his thesis at
Harvard. His instructor insisted that a copy be sent to Senator David I. Walsh,
a member of one of the committees hearing the bill. The Senator was so
impressed, he sent for Hyman to appear before the committee. He was put on the
stand and described how the little Amateur station was built. He almost cried
when he told the crowded committee room that if the bill went through, they
would have to close up the station because they could not afford the license
fees and all the other requirements that were set up in the bill. The debate
started and the little station HAM became a symbol of all the little Amateur
stations in the country crying out to be saved from menace and greed of the big
commercial stations who did not want them around. Finally, the bill got to the
floor of Congress and every speaker talked about the poor little station
"HAM." That's how it all started. You will find the whole story in the
Congressional Record. Nationwide publicity associated station HAM with Amateurs.
From that day to this, and probably to the end of time, in radio, an Amateur is
a HAM.


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