impedance circuit analysis


What is the importance of impedance in circuit analysis?

    Knowledge of the impedance of the various elements in a circuit allows us to apply any of the circuits analysis methods (KVL, KCL, nodal, superposition Thevenin etc.) for the determination of the circuits characteristics: voltages across elements and current through elements.

What is the equivalent circuit in terms of impedance?

    The equivalent circuit in terms of impedance is Z1 Vs Z2 Vo + - And the voltage divider ratio becomes 2 12 1 1 2 Z Vo Vs Vs 1 ZZ Z Z == + + (1.21) Frequency independence implies that the ratio of impedances 1 2 Z Z must be independent of frequency. This ratio is given by 11 1 11 2 22 22 112 2 221 1 jLR Z RjL Z jLR RjL LRR jL LRR jL

What is the formula for impedance?

    IMPEDANCE M. Horowitz, J. Plummer, R. Howe 16 Impedance • Impedance is a concept that is a generalization of resistance: R is simply a number with the units of Ohms. • What about a capacitor? If V and iare sine waves, then R= V i Z C = V i = V CdV/dt = V O sin(2?Ft)

What is the impedance of the RLC circuit?

    In terms of the impedance the RLC circuit is ZR=R ZL=jL jC Vc + - ? ? 1 Zc= VS Figure 2 This is now a representation in the frequency domain since impedance is a frequency domain complex quantity The voltage VCmay now be determined by applying the standard voltage divider relation
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