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Strong in Your Field
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(Exam level: CBRE)
In
the Oct. 12 issue of RWEE, we asked:
What factor(s) most affect
the predicted or measured far-field signal strength of a nondirectional AM
station?
a. Transmitter power
b. Antenna power input,
antenna height
c. Antenna power input,
antenna height, radial count
d. Antenna power input,
antenna height, radial count, top loading
e. All other factors being
equal, ground conductivity
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Before we
get to discussion of our question from last issue, might I mention that the
time between columns has been one of introspection for me. I realized that I am
fast approaching becoming a septuagenarian, which in the scheme of seniority is
one down from an octogenarian.
Among other consequences is that you tend to clear your
desk rather than postpone things because you might not be getting back to them.
You spend more time with your 2-1/2-year-old grandsons, the only ones who truly
understand you. Reflections on the past become more numerous simply because
there is more past than future, and in life’s rear view mirror, everything is
far clearer.
There is
a Chinese adage normally attributed to Buddha: “Not having a goal is more to be
feared than not reaching one.” Thisis so true, especially as regards
growth in our profession. To whip out another pertinent point: Somewhere in the
first week of medical school, all the students are told that if you’re not
growing, you’re dying.
Might I
urge you to set a personal goal to grow. Resolve to become certified or to
advance at least another grade or add a specialty certification. Advancement in
certification is good for you and our profession — and proof that you’re not
retired in place.
IT’S THE GROUND WAVE THAT MATTERS
Back to
the question. The correct answer is e.
Signal
strength falls off according to the inverse square law in far fields; that is,
it decreases in a ratio to (is divided by) the square of the distance from the
antenna. For standard AM, this behavior is consistent in places like outside
the earth’s atmosphere, where you might encounter an atom of something every
few hundred miles and the radio energy is unaffected by stars, planets and
other celestial bodies and magnetic fields.
Here on
earth, calculating AM radio field strength in the near
field includes factors such as antenna power input. This is the power level
from the transmitter after you subtract transmission line losses.
Tower
height/antenna length (of which top loading is a component) is another important
factor as it affects the efficiency of the antenna. Antennas of ideal height
concentrate electromagnetic radio waves toward the horizon and thus provide a
stronger signal on the surface of the earth without wasting energy straight up
into the sky. Ground radial count and their length again is another efficiency
factor.
However,
once that signal is launched, the signal has to pass over and then return
through the land or sea. In radio parlance, this ground propagation is affected
by a factor called conductivity. The value of conductivity sets the signal loss
over distance as measured in wavelengths. Put simply, electrical conductivity
is the measure of the amount of electrical current a material can carry. AM is
unique in broadcasting in that we depend mostly on this signal propagated
through the ground.
The graphic
representation of the field radiation pattern of a typical 1/4-wave antenna
indicates that most of the signal is released along the horizontal (see Fig.
1). The graph for the 5/8-wavelength antenna demonstrates an additional small
lobe above the horizon. The horizontal component is the ground wave and highly
affected by conductivity. Getting these currents in and out of the ground is
the primary reason for all those ground radials and the choice of ideal soil
and location. As Dr. Frederick Terman tells us, “The earth is like a leaky
capacitor.”
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Fig. 1: Taller towers tend to focus radiofrequency
signals toward the horizon, an advantage in broadcast AM. As towers are
increased in length beyond a full wavelength, their efficiency decreases,
making the range of ideal tower heights roughly between 1/4 and 5/8
wavelengths.
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The above
ground lobe is the skywave, and is radiated towards the atmosphere, where
ionospheric reflection (incident angle of reflection, layer hardness and other
factors) have the most influence on the signal’s carriage. After sunset, when
the ionospheric reflection is greatest, skywaves are receivable at very long
distances, although they are subject to random fades and noise. Most AM
stations measure their coverage area based on their ground wave.
Electrical conductivity is denoted by the symbol σ and is measured under the
metric SI convention in siemens per meter. The term gets its name from the
German inventor and industrialist Ernst Werner von Siemens, and whether
singular or plural is always written in the plural. In the world of radio,
millisiemens (mS) is a more apt unit as it provides whole numbers for a greater
range of the values we work with on a daily basis.
CONDUCTIVITY — ESTIMATES VS. REALITY
Classically,
the FCC and the radio engineering community have looked to the M3 chart for a
generalized description of the conductivity of the continental United States
(see www.fcc.gov/encyclopedia/m3-map-effective-ground-conductivity-united-states-wall-sized-map-am-broadcast-stations or search online for “FCC M3 map.”).
While the M3 conductivity values are useful for
estimating the value of conductivity on a rough basis, in many areas,
especially rocky or mountainous terrain, they are not detailed enough for good
accuracy.
An
important factor in calculating AM field strengths for FCC purposes is that
localized actual readings of field strengths can be substituted for the
generalized conductivity conditions shown on M3. The ordinary circumstance
where this is beneficial to the radio station is where lower than anticipated
conductivity would allow a new facility to be shoehorned into a desirable
market, or a substantial increase in power can be achieved for an existing
facility.
In these
cases your local measurements have to be accurate, sufficient in number and
properly taken to support your supposition that the facility you are proposing
will actually perform as you postulate rather than those conductivities shown
on M3.
The
actual measurement of AM field intensities — such that they can be submitted
and also repeated by others — is a skill I covered in a past article; see http://tinyurl.com/fitch11.
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Fig. 1: Taller towers tend to focus radiofrequency
signals toward the horizon, an advantage in broadcast AM. As towers are
increased in length beyond a full wavelength, their efficiency decreases,
making the range of ideal tower heights roughly between 1/4 and 5/8
wavelengths.
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Sometimes
you have to suffer for your art. The dashing gentleman in the picture is me. In
the tundra it is freezing cold, the wind is blowing 120 mph and we are above
the Arctic Circle. (OK, the truth? It was chilly that day near New London, and
we were more than a mile from a good restaurant.)
Conductivity
can range from 5,000 mS for salt water as an extraordinary high (little loss)
to a miserable low of near 0.5 mS, such as you have on the moraine field called
Long Island. The national average for conductivity is about a 4.
This efficient ground wave carriage over sea water can
create havoc for coastal stations such as the now-defunct 1510 in New London,
Conn., and the 1510 in Boston when it was located closer to Boston Bay. The
area of interference in between was quite notable at times.
Charles “Buc” Fitch, P.E., CPBE, AMD, is a
frequent contributor to Radio World. Missed some SBE Certification Corners or
want to review them for your next exam? See the “Certification” tab under
Columns at radioworld.com.
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Function Like Bessel
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Question for next time
(Exam level: CPBE)
What is a Bessel
function and what is a typical application?
a. A numerical description of
propagation through a solid body, most often used in coax design.
b. A thermal transfer derivative,
most often used to enumerate fluid cooling such as around the new solid-state
components in liquid-cooled transmitters.
c. A solution to a particular
type of equation, used in broadcasting mainly as a determinant of FM modulation
levels.
d. The delta change in free
air temperature, most often used in broadcasting to enumerate non-linear coax
expansion and the potential for shearing.
e. The delta change in wire
temperature as a function of uneven harmonic currents, most often used in broadcasting
to enumerate the capacity of neutral power conductors.
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