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182 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 Dipole Radiation Pattern<br />

In Chap. 3 we developed the pattern of a very short (relative to a wavelength) dipole<br />

in free space and compared it to that of a totally fictitious reference antenna called the<br />

isotropic radiator. Compared to the latter, which is truly omnidirectional (“all directions”),<br />

the short dipole generates a greater radiated signal broadside to the axis of<br />

the wire and has little or no radiation off its ends. We describe the short dipole in part<br />

by saying it has 1.5-dB gain relative to an isotropic radiator in its favored direction,<br />

but we simultaneously understand that the gain we’re referring to came at the expense<br />

of radiated signal in other directions. Thus, gain in an antenna is a direct consequence<br />

of its directivity.<br />

In fact, much of the time what we call gain (G) is actually directivity (D). Specifically,<br />

G = ξD (6.7)<br />

where x is the efficiency of the antenna. For dipoles and similar devices having lengths<br />

of l/4 or longer, efficiency is usually close to 100 percent (x = 1.0), and we can be a little<br />

careless with our use of the word gain. But for some antenna types that we cover later<br />

in this book, x is much lower. A Beverage wire, for instance, has very low efficiency and<br />

terrible gain, yet can have excellent directivity.<br />

Always keep in mind that directivity and gain are specified in three dimensions. Too<br />

many times, people oversimplify the topic by publishing only the azimuthal (compass<br />

heading) view of the radiation pattern. In other words, the reader is given a pattern as<br />

viewed from directly above the antenna that shows the directivity in the horizontal<br />

plane. But a signal does not propagate away from an antenna in an infinitely thin sheet,<br />

as such presentations seem to imply; rather, it radiates to varying degrees at all elevation<br />

levels above ground. Thus, proper evaluation of an antenna takes into consideration<br />

both horizontal and vertical plane patterns.<br />

Figure 6.4 shows the radiation pattern of a dipole antenna in free space as seen from<br />

different perspectives. In the horizontal plane (Fig. 6.4A), when viewed from above, the<br />

pattern is a figure eight that exhibits bidirectional gain broadside to the axis of the antenna.<br />

What appear to be two main “lobes” contain the bulk of the radiated RF energy,<br />

with little or no power off the ends of the antenna axis. This pattern is the classical dipole<br />

pattern that is published in most antenna books.<br />

Also shown, however, is the vertical plane pattern for a dipole antenna in free space<br />

(Fig. 6.4B). Note that when sliced this way the radiation pattern appears circular. When<br />

the two patterns are combined in the round, you can see the three-dimensional<br />

Âdoughnut-shaped pattern (Fig. 6.4C) that helps us visualize the true pattern of an unobstructed<br />

dipole in free space.<br />

When a dipole is installed “close” to the earth’s surface or other ground beneath it,<br />

as is the case for most HF antennas, the antenna pattern is distorted from that of Fig. 6.4.<br />

Two effects must be taken into consideration:<br />

• Radiated energy from the antenna that strikes the ground directly below the<br />

antenna and is reflected back up to the antenna induces additional currents and<br />

voltages in the antenna. The phase of these relative to the original transmitted wave<br />

is a function of the height of the antenna above the reflecting plane. This changes the

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