RADIATION AND PROPAGATION

Figure 19. Evolution of a Broadband Antenna

A coaxial transmission line gradually diverges in such a way as to hold constant the natural impedance of the line (A). The wave traveling along the line will expand smoothly over a larger and larger area and, when reach- ing the open end of the line, will pass into free space with little reflection. This infinitely broad structure can be modified (B) while still holding to the concept of gradual dimensional change per unit of wavelength, now resembling a broadband conical antenna working against a modified ground plane. More severe modifica- tion (C) produces a true conical antenna of moderate bandwidth and more severe change in system cross sec- tion. The ultimate modification is reached when the center structure is reduced to a monopole (D) having a very restrided bandwidth and minimum reflection only over a restricted frequency range.

For very practical reasons it is economical to hold the volume occupied by any antenna to the very minimum. ;. Wideband antennas such as those discussed are un- economical, except in the uhf region, since they occupy more space than other designs that have acceptable bandwidth. Smaller antenna structures can be built by permitting a greater degree of reflection to occur in the transformation of radio energy from the guided to the free state, and then compensating for the undesired reflection by introducing a compensating reflection somewhere in the feed system, or transmission line. In the hf and vhf spectrums, in particular, very thin wire or tubing elements are commonly used to assemble relatively narrow-bandwidth antenna systems having high gain, suitable only for operation over a quite re- stricted frequency region.

Electromagnetic Wave Propagation

Radio waves may be propagated from a transmitting antenna to a receiving antenna along the surface of the earth, through the atmosphere, or by reflection or scat- tering from natural or artificial reflectors. At the lower end of the communications spectrum, the groundwave may be propagated for several hundred miles. At high frequencies, however, the ground losses are so great that the groundwave can be propagated for less than one hundred miles. Propagation in the medium and high portion of the hf band is therefore primarily by ionospheric reflection. The refractive index of the atmosphere is an impor· tant factor in radio propagation, especially above 100 MHz. Scattering of the radio waves by inhomogeneities in the atmosphere is used to provide satisfactory com- munication up to several times the line-of-sight dis- tance. At higher frequencies, atmospheric absorption limits propagation to an extent, but the use of high-gain beam antennas makes the use of such frequencies prac- tical.

Propagation up to 2000 kHz Propagation of very low frequencies (vlf) radio waves over short distances is by a ground or surface wave. Attenuation of the wave is quite low. At great distances the field intensity falls rapidly because of losses in the ground and because of the curvature of the earth. These losses increase with frequency. At sufficiently great distances propagation is chiefly due to propagation in the earth-ionosphere "waveguide" composed of earth and ionospheric mul- tiple reflections. Propagation above 30 kHz is a combination of sur- face and sky waves reflected from the ionosphere. The attenuation of surface wave propagation over land is shown in Figure 20. Skywave reflection causes fading at

Figure 20. Propagation Loss Basic propagation loss expected for surface waves prop· agated over a smooth spherical earth.

medium distances, particularly at night and on the lower frequencies during the day. Skywave field

20-12

DISTANCE IN STATDTE MIlES

strength is subject to various irregular fluctuations due to changing properties of the ionosphere.

Propagation-2 to 30 MHz At frequencies between about 2 and 30 MHz and for distances greater than 100 miles, transmission depends chiefly on sky waves reflected from the ionosphere. This is a region high above the earth's surface where the rarefied air is sufficiently ionized by ultraviolet light from the sun to reflect or absorb radio waves. The ionosphere is considered to be that region lying between 30 to 250 miles (50-400 km) above the surface of the earth and consists of a number of layers:

The Fz Layer The higher of the two major reflection regions of the ionosphere is called the Fz layer. This layer has a virtual height ranging from 130 to 250 miles (200-400 km) and is the principal reflecting region for long-distance high- frequency communication. Height and ionization den- sity vary diurnally, seasonally, and with the sunspot cycle. At night, the Fz layer merges with the F, layer and reduction in absorption of the E layer causes night- time field intensities and noise to be generally higher than during daylight hours. The Fz layer appears about sunrise, local time, the critical frequency rising sharply, reaching a maximum a few hours after the sun is at its highest elevation, then decreasing exponentially from this value, reaching min- imum during nighttime hours (Figure 21).

The F Layer The F, layer has a virtual height of about 100 to 150 miles (160-240 km) and exists only during the daylight hours. This layer occasionally is the reflecting region for hf transmission, but usually waves that penetrate the E layer also penetrate the F, layer, to be reflected by the Fz layer. The F, layer introduces additional absorp- tion of such waves. At night the F7 layer is nonexistent, merging with the Fz layer to form the single nighttime F layer.

The E Layer Below the F layer at a height of about 60 miles (100 km) is an absorptive layer termed the E layer, which exists during daylight hours, reaching a diurnal maximum at noon. For all practical purposes, the E layer disappears at night, although weak traces of it are often observed. This layer is important for daytime hf propagation at distances less than 1000 miles (1600 km), and for occa- sional medium-frequency nighttime propagation at dis- tances in excess of 100 miles (160 km). Irregular cloud- like areas of unusually high ionization, called sporadic E, may occur up to more than half of the time on certain days or nights. A large percentage of sporadic E propagation is attributed to visible bombardment of the atmosphere by the sun. Layer height and electron density of the atmosphere determine the skip-distance of sporadic E propagation for a given signal angle (Figure 22), and distances of 400 to 1200 miles (650-1930 km) are common on 50 MHz. Multiple-hop propagation is often possible up to about 2500 miles (4000 km) on occasion. Sporadic E propagation has been observed in the 144 MHz band, but is not as common as on the lower frequency bands.

z a c >

Figure 21. Representative Hour-to-Hour Figure 22. E Layer Scatter Range Changes in the lonosphere E layer scatter range may be as great as 1400 miles for lonized regions are referred to as layers, but they are not low angle, single-hop transmission. A high antenna (sev- completely separated from one another. Each region eral thousand feet high, such as on a mountain top), overlaps the adjoining one, to some extent, forming a combined with a sea level horizon, is ideal. The scatter continuous but nonuniform area with at least four levels occurs at layer height of about 36 to 60 miles. of peak density designated D, E, F, and Fz layers. Sum- mertime Fz critical frequencies are lower than winter E layer propagation on the vhf bands is most com- values but Fz nighttime critical trequencies during the summer months are higher than in winter. Thus the mon during the summer months, with a shorter season difference between day and night critical frequencies is during the winter, with the periods reversed in the much smaller in the summer than during the winter. southern hemisphere.

The D Layer Below the E layer, the D layer exists at heights of 30 to 50 miles (50-80 km). It is absorptive and exists in the middle of the day during the warmer months. Not much is presently known about the characteristics of this layer, as it is so weakly ionized that the usual pulse- probing techniques do not produce meaningful echoes.

y........) absorption of signals in the medium- and high-fre- quency range during the middle of the day.

The Critical Frequency The critical frequency (f) of an ionospheric layer is the highest frequency which will be reflected when the wave strikes the layer at vertical incidence. Frequencies higher than f pass through the layer. The critical fre- quency of the most highly ionized layer of the iono- sphere may be as low as 2 MHz at night and as high as 10 to 15 MHz in the middle of the day. The critical frequency and height of the layers are measured by a pulse technique, the pulse and its return echo being observed on a cathode-ray tube, as in a radar set. The virtual height, or point of reflection in the ionosphere determined by this technique, is presented in an ionogram, showing height as a function of frequency for specific periods of time (Figure 23).

Figure 23. Virtual Height of lonosphere Is Presented in an lonogram

Point of refledion of radar echo in ionosphere is mea- sured and presented in graphic form, showing height as a function of frequency for specific times. Frequencies higher than a critical frequency will pass through the ionosphere and not be reflected, when a vertical pulse is used as a measuring device. At oblique angles, frequen- cies higher than the critical frequency will be refleded back to earth, creating a skip distance zone for a given circuit.

The critical frequency is of interest in that a skip distance zone will exist on all frequencies greater than the highest critical frequency at a given time for a given circuit. The higher the critical frequency, the greater the density of ionization and the higher the maximum usa- ble frequency.

The Maximum Usable Frequency (nnuF) High-frequency radio waves travel from the transmitter to a distant point by reflection from the ionosphere and

Figure 24. The Maximum Usable Frequency In order for a radio signal to be refleded from T to R, the electron density at B must be high enough to support refledion. As the frequency of the signal is raised, at some point the electron density will not be great enough to bend the wave back to earth and it will continue through the ionosphere into space. The upper frequency limit, or maximum usable frequency, can be calculated from ionospheric measurements by determin- ing the critical frequency at point E. The vertical critical frequency determined is multiplied by a factor to provide the value of the oblique incident nnuF for a particular distance (D) and layer height (h).

earth in one or more hops, as indicated in Figure 24. For a radio signal to travel from T to R via the iono- sphere, its frequency must be less than a maximum value. Above this frequency, the electron density at B will not be great enough to bend the signal back to earth and it will continue on through the ionosphere into space. There is, therefore, an upper limit to the range of frequencies that will be reflected by the iono- sphere between any two fixed points. This upper limit- ing frequency is called the maximum usable frequency (IvtuF) for a given circuit. The wtuF is highest near noon or in the early afternoon and is highest during periods of greatest sunspot activity, often going to frequencies higher than 30 MHz (Figure 25). The n,cuF often drops below 5 MHz in the early morning hours. Ionospheric losses are at a minimum near the IvtuF and increase rapidly for lower frequencies during daylight. tviuF data is published periodically in radio amateur magazines.

The Lowest Usable High Frequency (wF) The lowest usable high frequency (LuF) is the lowest frequency that can be used for a satisfactory communi- cation circuit over a particular path at a particular time. The LuF depends primarily on atmospheric noise and static at the receiving site for a determined signal-to- noise ratio. At frequencies below the LuF, reception will not be possible since the received signal is lost in the prevailing noise level. As the operating frequency is raised above the LuF, the signal-to-noise ratio im- proves. Unlike the IvtuF, which is dependent entirely upon

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