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Page Title: REACTANCE-TYPE MEASUREMENTS
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BRIDGE-TYPE MEASUREMENTS
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Neets Module 21-Test Methods and Practices
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INDUCTANCE MEASUREMENT

1-17 Figure 1-12.—Simplified capacitance bridge. It is actually the capacitive reactance, rather than the capacitance, that is balanced in this circuit. In addition to its reactive properties, the capacitor under test always exhibits some loss. This loss may have the characteristics of either a shunt or series resistance, or it may be a combination of both. Regardless of its true nature, the loss can always be represented as a simple series resistance, which is shown in figure 1-12 as  R X. This loss is balanced by the calibrated resistor  R S. Rather than calibrate this control in terms of resistance, it is convenient to calibrate it in terms of the dissipation factor (the ratio of the energy dissipated to the energy stored in a capacitor). The RS  control then provides the means for completing the capacitance balance, and its dial reading indicates a loss figure for the capacitor under test. Q-13. Which is more accurate, the bridge- or reactance-type meter? REACTANCE-TYPE MEASUREMENTS The reactance type of capacitance measuring equipment makes use of the following principle: If an ac voltage (usually 6.3 volts) at a fixed frequency is applied across a capacitor and resistor in series, the voltage drop produced across the reactance of the capacitor by the resulting current flow is inversely proportional to the capacitance. The voltage drop is used to actuate a meter that is calibrated in capacitance values. This test equipment gives approximate values only and, like the ohmmeter, is used mostly when portability and speed are more important than precision. The accuracy of the reactance-type measurement is less for capacitors that have a high power factor. In capacitors with high power factors, the losses incurred effectively place a certain amount of resistance in series with the capacitive reactance. The effect of this resistance, when the capacitor is measured, is to cause a greater voltage drop across the capacitor. This drop is not because of the reactance above, but is the result of the impedance, which of

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