Impedance/AC Circuits: Computing RMS Current

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SUMMARY

The discussion focuses on calculating the RMS current in an AC circuit consisting of an inductor with inductance L in parallel with a resistor R_L, which is then in series with another resistor R. The user initially sought guidance on determining the RMS current through each circuit element but later resolved the issue by addressing their handling of complex numbers. This highlights the importance of correctly applying complex number techniques in AC circuit analysis.

PREREQUISITES
  • Understanding of AC circuit theory
  • Familiarity with complex numbers and their applications in electrical engineering
  • Knowledge of inductance and resistance in circuits
  • Basic principles of RMS (Root Mean Square) calculations
NEXT STEPS
  • Study the application of complex impedance in AC circuits
  • Learn how to calculate RMS values for different circuit configurations
  • Explore the use of phasors in analyzing AC circuits
  • Review techniques for solving circuit problems involving parallel and series components
USEFUL FOR

Electrical engineering students, circuit designers, and anyone involved in analyzing AC circuits will benefit from this discussion.

GlennBridgman
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This post is designed to elicit a general explanation, but here is an example of the type of problem that is giving me issues.

You have a circuit, which is driven by a sinusoidal power source with frequency w. The circuit consists of a inductor with inductance L in parallel with a resistor with resistance R_L. Both of these are in turn in series with another resister with resistance R. How do I determine the RMS current through each of the circuit elements? Thanks in advance.
 
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GlennBridgman said:
This post is designed to elicit a general explanation, but here is an example of the type of problem that is giving me issues.

You have a circuit, which is driven by a sinusoidal power source with frequency w. The circuit consists of a inductor with inductance L in parallel with a resistor with resistance R_L. Both of these are in turn in series with another resister with resistance R. How do I determine the RMS current through each of the circuit elements? Thanks in advance.
Never mind, figured it out. Was just being lazy about my complex numbers.
 

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