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Impedance in R-L Circuits
Impedance in R-C-L Circuits

Electrical Science Volume 3 of 4
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IMPEDANCE Basic AC Reactive Components Figure 6   Simple R-L Circuit Solution: Z R2 X2L 1002 602 10,000 3600 13,600 Z 116.6W Impedance in R-C Circuits In a capacitive circuit, as in an inductive circuit, impedance is the resultant of phasor addition of R and XC.  Equation (8-11) is the mathematical representation for impedance in an R-C circuit. (8-11) Z R2 X2C Example: A 50 W XC and a 60 W resistance are in series across a 110V source (Figure 7). Calculate the impedance. ES-08 Page 12 Rev. 0







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