Is There a Connection Between Complex Power and RL/RC Circuits?

AI Thread Summary
The discussion explores the relationship between complex power and RL/RC circuits, emphasizing the use of specific formulas to analyze this connection. It highlights the formula for complex power, S = EI*, where I* is the complex conjugate of the current. Participants are encouraged to test assumptions by calculating current using sample values for voltage and impedance. By manipulating these values, one can observe the resulting signs and angles, confirming or refuting the initial statements. This approach provides a practical method for understanding complex power in electrical circuits.
in06khattab
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Is this true?
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Or is this true?
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Ø and Q are from this equation:
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You can play with a few numbers to confirm or refute the statements. Here's how.

Suppose you assume a source voltage of E = 2V RMS. Set your impedance to a convenient value like Z = 1 + 1j Ω for an RL load, or to Z = 1 - 1j Ω for an RC load.

Now, a very handy formula to know is that the complex power is given by S = EI*, where I* is the complex conjugate of the current I (the sign of the imaginary term is reversed). You can determine the current for your sample values as I = E/Z. Plug in the values and see how the various signs and angles turn out.
 
Thanks a lot
 

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