Practical_Antenna_Handbook_0071639586
228 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 ing large amounts of reactance will be required for at least some of the HF amateur bands available nowadays. An alternative to the single-conductor feedline Windom is shown in Fig. 8.7B. In this antenna a 4:1 balun transformer is placed at the feedpoint, and this in turn is connected to 75-Ω coaxial transmission line to the transmitter. A transmatch, or similar antenna tuner, may also be needed, presumably located at the transmitter end of the transmission line.
CHAPTER 9 Vertically Polarized Antennas In previous chapters, we defined the polarization of an antenna as being the same as the orientation of the electrical (E) field for the antenna. The direction of the electric field for a specific antenna design is a function of the geometry of the radiating element(s). For a complex structure with different portions creating E-fields having different orientations and phasing, the “effective” E-field is the vector sum of all the individual E-fields and may not even be stationary. However, for the simple case of an antenna (or radiating element) consisting of a single wire or thin rod oriented vertically, the E-field points in the same direction as the long dimension of the antenna, so the antenna polarization is also vertical, by definition. But what do we mean by “vertical”? In free space, just as an astronaut freely floating outside the space shuttle has no particular up or down or sideways reference, a wire in free space is neither vertical nor horizontal nor anything in between. In fact, the words “vertical” and “horizontal” have meaning for antennas only in respect to some reference plane possessing some amount of electrical conductivity. For most of us, there are only a few such reference planes that we will ever be concerned with: • The earth’s surface (for most land-based or fixed-station antennas) • The roof or trunk of an automobile (for most mobile antennas) • The skin of a satellite (for most satellite-mounted antennas) • The roof of a tall building (for a city dweller’s antennas) We define the polarization of the antenna primarily because many antenna characteristics (radiation pattern and input impedance, to name just two) are greatly affected by any metallic or conducting bodies in close proximity to it. All of the surfaces listed here are conductors to one degree or another, so the orientation and proximity of the antenna relative to any of these surfaces are potentially critical to the proper functioning of the antenna. Throughout this book, we will assume—unless otherwise stated—that we are always talking about antenna orientations relative to the earth below, with the assumption that our globe is perfectly spherical. In other words, “up”, “down”, and “vertical” all coincide with the direction of gravity’s pull directly beneath the antenna. “Horizontal” will be, by definition, 90 degrees away, parallel to the surface of the earth. 229
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CHAPTER 9<br />
Vertically Polarized<br />
<strong>Antenna</strong>s<br />
In previous chapters, we defined the polarization of an antenna as being the same as<br />
the orientation of the electrical (E) field for the antenna. The direction of the electric<br />
field for a specific antenna design is a function of the geometry of the radiating<br />
element(s). For a complex structure with different portions creating E-fields having different<br />
orientations and phasing, the “effective” E-field is the vector sum of all the individual<br />
E-fields and may not even be stationary. However, for the simple case of an<br />
antenna (or radiating element) consisting of a single wire or thin rod oriented vertically,<br />
the E-field points in the same direction as the long dimension of the antenna, so the<br />
antenna polarization is also vertical, by definition.<br />
But what do we mean by “vertical”? In free space, just as an astronaut freely floating<br />
outside the space shuttle has no particular up or down or sideways reference, a wire<br />
in free space is neither vertical nor horizontal nor anything in between. In fact, the<br />
words “vertical” and “horizontal” have meaning for antennas only in respect to some<br />
reference plane possessing some amount of electrical conductivity. For most of us, there<br />
are only a few such reference planes that we will ever be concerned with:<br />
• The earth’s surface (for most land-based or fixed-station antennas)<br />
• The roof or trunk of an automobile (for most mobile antennas)<br />
• The skin of a satellite (for most satellite-mounted antennas)<br />
• The roof of a tall building (for a city dweller’s antennas)<br />
We define the polarization of the antenna primarily because many antenna characteristics<br />
(radiation pattern and input impedance, to name just two) are greatly affected<br />
by any metallic or conducting bodies in close proximity to it. All of the surfaces listed<br />
here are conductors to one degree or another, so the orientation and proximity of the<br />
antenna relative to any of these surfaces are potentially critical to the proper functioning<br />
of the antenna.<br />
Throughout this book, we will assume—unless otherwise stated—that we are always<br />
talking about antenna orientations relative to the earth below, with the assumption<br />
that our globe is perfectly spherical. In other words, “up”, “down”, and “vertical”<br />
all coincide with the direction of gravity’s pull directly beneath the antenna. “Horizontal”<br />
will be, by definition, 90 degrees away, parallel to the surface of the earth.<br />
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