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Impedance in R-C-L Circuits | Up
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Figure 9 Simple R-C-L Circuit |
IMPEDANCE
Basic AC Reactive Components
Figure 8 Series R-C-L Impedance-Phasor
Equations (8-12) and (8-13) are the mathematical representations of impedance in an R-C-L
circuit. Because the difference between XL and XC is squared, the order in which the quantities
are subtracted does not affect the answer.
(8-12)
Z
R2
(XL
XC)2
(8-13)
Z
R2
(XC
XL)2
Example:
Find the impedance of a series R-C-L circuit, when R = 6 W, XL = 20 W, and XC
= 10 W (Figure 9).
ES-08
Page 14
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