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in degrees clockwise from true north, and are marked around the perimeter of the screen. The distance, or range, is indicated by the radial displacement of the echo; the farther away the target, the farther from the display center the echo or blip. The radar display is, therefore, a set of polar coordinates. In the drawing, a target is shown at an azimuth of about 125 (east-southeast). Its range is near the maximum for the display. The maximum range of a radar system depends on the height of the antenna above the ground, the nature of the terrain in the area, the transmitter output power and antenna gain, the receiver sensitivity, and the weather conditions in the vicinity. Airborne long-range radar can detect echoes from several hundred kilometers (km) away under ideal conditions. A low-power radar system, with the antenna at a low height above the ground, might receive echoes from only 50 to 70 km. The fact that precipitation reflects radar echoes is a nuisance to aviation personnel, but it is invaluable for weather forecasting and observation. Radar has made it possible to detect and track severe thunderstorms and hurricanes. A mesocyclone, which is a severe thunderstorm likely to produce tornadoes, causes a hook-shaped echo on radar. The eye of a hurricane, and the eyewall and rainbands surrounding it, all show up clearly on a radar display. Some radar sets can detect changes in the frequency of the returned pulse, thereby allowing measurement of wind speeds in hurricanes and tornadoes. This is called Doppler radar. This type of radar is also employed to measure the speeds of approaching or receding targets.

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The flip-f;op 565 A flip-flop is a form of sequential logic gate. In a sequential gate, the output state depends on both the inputs and the outputs. The term sequential comes from the fact that the output depends not only on the current states, but on the states immediately preceding. A flip-flop has two states, called set and reset. Usually, the set state is called logic 1, and the reset state is called logic 0. There are several different kinds of flip-flop.

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In schematic diagrams, a flip-flop is usually shown as a rectangle with two or more inputs and two outputs. If the rectangle symbol is used, the letters FF, for flip-flop, are printed or written inside at the top. The inputs of an R-S flip-flop are labeled R (reset) and S (set). The outputs are Q and Q. (Often, rather than Q, you will see Q , or perhaps Q with a line over it.) As their symbols imply, the two outputs are always in logically opposite states. The symbol for an R-S flip-flop is shown in Fig. 30-5.

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Sonar Sonar is a medium-range method of proximity sensing The acronym derives from the words sonic navigation and ranging The basic principle is simple: Bounce acoustic waves off of objects, and measure the time it takes for the echoes to return An elementary sonar system consists of an ac pulse generator, an acoustic emitter, an acoustic pickup, a receiver, a delay timer, and an indicating device such as a numeric display, CRT, LCD, or pen recorder The transmitter sends out acoustic waves through the medium, usually water or air These waves are reflected by objects, and the echoes are picked up by the receiver The distance to an object is determined on the basis of the echo delay, provided the speed of the acoustic waves in the medium is known A simple sonar system is diagrammed in Fig 30-13A.

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In an R-S flip-flop, if R 0 and S 0, the output states do not change; they stay at whatever values they re already at. If R 0 and S 1, then Q 1 and Q 0. If R 1 and S 0, then Q 0 and Q 1. That is, the Q and Q outputs will attain these values, no matter what states they were at before. But if S 1 and R 1, things get bizarre. The flip-flop becomes unpredictable. Because of this, engineers avoid letting logic ls get into both inputs of an R-S flip flop. You want logic, not absurdity! Table 30-8 is the truth table for an R-S flip-flop.

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