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(42S) RLC Circuits - Eddie W. Shore - 10-24-2024 02:47 PM The program RLC calculates: (1) The total impedance across the entire circuit (2) The phase angle, sometimes known as a power factor angle (3) The total supply current An RLC circuit is a circuit that connects one power supply to a resistor, an inductor, and a capacitor. The resistor, inductor, and capacitor can be connected in one of two ways: series or parallel. To calculate the total impedance (Z) and phase angle (θ), the rectangular to polar conversion function can be utilized. Examples Examples are rounded to five digits. Series Circuit Inputs: SUPPLY VOLTAGE: 300 V FREQUENCY: 70 Hz RESISTANCE: 80 Ω INDUCTOR: 0.09 H CAPACITOR: 150 μF (150E-6) Results: IMPEDANCE (Z) ≈ 83.64599 Ω PHASE ANGLE (θ) ≈ 16.97904° CURRENT (I) ≈ 3.58654 A Parallel Circuit Inputs: SUPPLY VOLTAGE: 240 V FREQUENCY: 90 Hz RESISTANCE: 60 Ω INDUCTOR: 20 mH (20E-3) CAPACITOR: 140 μF (140E-6) Results: IMPEDANCE (Z) ≈ 52.46010 Ω PHASE ANGLE (θ) ≈ 29.05363° CURRENT (I) ≈ 4.57491 A Sources “Impedance and Complex Impedance” https://www.electronics-tutorials.ws/accircuits/impedance.html “Parallel RLC Circuit Analysis” https://www.electronics-tutorials.ws/accircuits/parallel-circuit.html “Series RLC Circuit Analysis” https://www.electronics-tutorials.ws/accircuits/series-circuit.html Electronics Tutorials. AspenCore, Inc. 2024. Retrieved October 7, 2024 and October 17, 2024. Code: 00 { 216-Byte Prgm } |