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200 p a r t I I I : h i g h - F r e q u e n c y B u i l d i n g - B l o c k A n t e n n a s<br />

The shorter the dipole is, relative to a half-wavelength, the greater the amount of<br />

loading required and the narrower the bandwidth of the combined assembly. The<br />

loaded dipole is a very sharply tuned antenna. Because of this, you must either confine<br />

operation to one segment of the band or provide an antenna tuner to compensate for<br />

the sharpness of the bandwidth characteristic. However, efficiency drops markedly far<br />

from resonance even with a transmission line tuner.<br />

Figure 6.14D and E shows two methods for constructing a coil-loaded dipole antenna.<br />

Figure 6.14D shows a pair of commercially available loading coils especially designed<br />

for this purpose. Unless you have a way to measure their inductance, they must<br />

be used with the wire segment lengths specified by the manufacturer. The ones shown<br />

are for 40 m, but other models are also available. The inductor shown in Fig. 6.14E is a<br />

section of commercial coil stock connected to a conventional end insulator or center<br />

insulator. No structural stress is absorbed by the coil—all forces are applied to the insulator,<br />

which is designed for normal dipole tensions.<br />

Inductance values for other lengths of antennas can be approximated from the<br />

graph in Fig. 6.15. This graph contains three curves for coil-loaded short dipoles that are<br />

10, 50, and 90 percent of the normal half-wavelength size. Find the proposed location of<br />

the coil, as a percentage of the wire element length, along the horizontal axis. The intersection<br />

of a vertical line from that point and one of the three curves yields the required<br />

inductive reactance (see along vertical axis). Inductances for other overall lengths can<br />

be rough-guessed by interpolating between the three available curves, and then validated<br />

by cut and try.<br />

Two points should be made with respect to Fig. 6.15:<br />

• Loading coils are most effective (in terms of how much inductance is necessary<br />

to “replace” a specified length of the dipole) at the center (or feedpoint) of the<br />

dipole.<br />

• Once again, there’s no “free lunch”. The shorter the total wire length of the dipole<br />

is, the less the overall efficiency of the antenna structure as a whole will be.<br />

The Bent Dipole<br />

In Chap. 3 we pointed out that the bulk of the radiated field from a l/2 dipole originates<br />

in the center half of its total length. That is, the outer l/8 section on each end of the dipole<br />

is important for establishing resonance but it contributes little to the total signal received<br />

at a distant point. The bent dipole allows the use of a full l/2 dipole in limited space by<br />

bending the outer portions of the dipole. The simplest approach is to let them dangle<br />

(perhaps with a slight weight or pull-down cord at each end to keep them from swinging<br />

in strong winds), but the ends can also be bent horizontally, instead. In fact, the ends can<br />

be bent just about any way you want! Just keep them away from the horizontal center<br />

portion of the dipole and avoid doubling back at any points along the wires.<br />

Figure 6.16 shows a bent dipole with dangling ends. The main lobe of the horizontal<br />

ly polarized field is down about 0.5 dB in free space and 0.6 dB when the center portion<br />

is 0.3 l above typical ground. The feedpoint impedance will be lower than for the conventional<br />

(totally horizontal) l/2 dipole but still potentially a decent match to 52-Ω<br />

coaxial cable. Of course, open-wire line is a great way to feed it. The author had great<br />

success on the 80- and 40-m bands for a number of years with a low 80-m bent dipole<br />

like that of Fig. 6.16; the antenna was looped over the branches of a series of maple trees<br />

separating his apartment from the cemetery out back!

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