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Aviation Maintenance Technician Handbook–General

FAA-H-8083-30B Version 2023

Chapter 12

Fundamentals of Electricity & Electronics

Formula: volt (Ω/V). The meter used in the previous example has a ; sensitivity of 20k Ω and a full-scale deflection of 1 volt.

Multiple Range Voltmeters

The simplified voltmeter in Figure 12-152 has only one range (1 volt), which means that it can measure voltages from 0 volts to 1 volt. In order for the meter to be more useful, additional multiplier resistors must be used. One resistor must be used for each desired range.

Formula: For a 50 μA movement, the total resistance required is 20k ; Ω for each volt of full-scale reading. In other words, the ; sensitivity for a 50 μA movement is always 20k Ω regardless ; of the selected range. The full-scale meter current is 50 μA at

any range selection. To find the total meter resistance, multiply the sensitivity by the full-scale voltage for that particular range.

Formula: For example for a 10 volt range, RT = (20k Ω/V) (10V) = 200k Ω. ; The total resistance for the 1 volt range is 20k Ω, so RM for ; a 10 V range is 200k Ω − 20k Ω = 180k Ω. [Figure 12-153]
Figure 12-150. Air damping.
Figure 12-150. Air damping.

with a circuit. If unsure about the voltage to be measured, take the first reading at the high value on the meter and then progressively move down through the range until a suitable read is obtained. Observe that the polarity is correct before connecting the meter to the circuit or damage occurs by driving the movement backwards.

Influence of the Voltmeter in the Circuit

When a voltmeter is connected across two points in a circuit, current is shunted. If the voltmeter has low resistance, it draws off a significant amount of current. This lowers the effective resistance of the circuit and change the voltage readings. When making a voltage measurement, use a high resistance voltmeter to prevent shunting of the circuit.

Figure 12-151. Ammeter with two ranges.
Figure 12-151. Ammeter with two ranges.

The Ohmmeter

The meter movement used for the ammeter and the voltmeter can also be used for the ohmmeter. The function of the ohmmeter is to measure resistance. A simplified one-stage ohmmeter is illustrated in Figure 12-154, which shows that the basic ohmmeter contains a battery and a variable resistor in series with the meter movement. To measure resistance, the leads of the meter are connected across an external resistance, which is to be measured. By doing this, the ohmmeter circuit is completed. This connection allows the internal battery to produce a current through the movement coil, causing a deflection of the pointer proportional to the value of the external resistance being measured.

Zero Adjustment

When the ohmmeter leads are open, the meter is at a full-scale deflection, indicating an infinite (∞) resistance or an open circuit. [Figure 12-155] When the leads are shorted as shown in figure “zero adjust,” the pointer is at the full right-hand position, indicating a short circuit or zero resistance. The purpose of the variable resistor in this figure is to adjust the current so that the pointer is at exactly zero when the leads are shorted. This is used to compensate for changes in the internal battery voltage due to aging.

Ohmmeter Scale

Figure 12-156 shows a typical analog ohmmeter scale. Between zero and infinity (∞), the scale is marked to indicate various resistor values. Because the values decrease from left to right, this scale is often called a back-off scale.

In the case of the example given, assume that a certain

Formula: ohmmeter uses a 50 μA, 1,000 Ω meter movement and has ; an internal 1.5 volt battery. A current of 50 μA produces a

full-scale deflection when the test leads are shorted. To have