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RLC Circuits
An RLC circuit combines a resistor (R), an inductor (L) and a capacitor (C). The inductor and capacitor store energy in magnetic and electric fields respectively and exchange it back and forth, while the resistor dissipates energy as heat. This interplay gives RLC circuits a rich response that depends on frequency and on the relative sizes of the three components, making them fundamental building blocks for filters, tuners and oscillators.
The defining feature of an RLC circuit is resonance. At one particular frequency the inductive and capacitive reactances are equal and cancel, leaving only the resistance. In a series circuit this resonance produces a peak in current, while in a parallel arrangement it produces a peak in impedance. The sharpness of the resonance is described by the quality factor Q: a high Q means a narrow, selective response, whereas a low Q gives a broad one. This selectivity is what lets a radio receiver pick out one station from many.
The circuit's transient behaviour is equally important. When suddenly excited, an RLC circuit may be overdamped and settle slowly, critically damped and settle as fast as possible without overshoot, or underdamped and ring with a decaying oscillation before settling. Which case applies depends on the amount of resistance relative to the inductance and capacitance. Interactive simulations are well suited to this topic because changing a component value lets the learner watch the resonant peak shift or the transient ringing change in real time, linking the equations to observable waveforms.
Frequently asked questions
- What happens at resonance in an RLC circuit?
- The inductive and capacitive reactances cancel, leaving only resistance. A series circuit then shows peak current, and a parallel circuit shows peak impedance, at that frequency.
- What does the quality factor Q describe?
- Q indicates how sharp the resonance is. A high Q gives a narrow, selective response, while a low Q gives a broader response with less frequency selectivity.
- Why can an RLC circuit oscillate?
- The inductor and capacitor trade energy back and forth. If resistance is low the circuit is underdamped and rings with a decaying oscillation before settling.
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RLC, RL, RC, LC circuits (AC) |
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Antirésonance deux circuits RLC couplés par un condensateur sont excités en
régime forcé par une tension sinusoïdale V = E.sin(wt),
en Français |
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Bobines
en Français |
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Circuits RC : filtres, dérivateurs et intégrateurs
en Français |
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Circuit RLC en régime forcé étude de la tension au bornes d'un condensateur
placé dans un circuit RLC série,
en Français |
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Circuit RLC en régime libre
en Français |
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Circuit RLC
en Français |
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Circuit RLC en régime sinusoïdal
en Français |
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Circuits R, L, C série et parallèle
en Français |
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Circuit R,L,C série |
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Electromagnetic
oscillating circuit an electromagnetic oscillating circuit, consisting of
a capacitor and an inductor |
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LC oscillator LC oscillator, macromedia shockwave |
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LRC
circuit lab this Java applet is intended to show you how a system of a
resistor, a capacitor and an inductor react with one another in a system |
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Parallel RLC circuit |
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Response of
first order circuits The complete response of a first order circuit to a
constant input described by an equation |
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RLC-circuits RLC-circuits |
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RLC-circuits, voltages, phasors and freq. response: serie RLC-circuits,
voltages, phasors and freq. response: serie |
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RLC-circuits, voltages, phasors and freq. response:
parallel RLC-circuits, voltages, phasors and freq. response: parallel |
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RLC filter parallel resonance circuit |
| RLC series DC circuit
this is a RLC series circuit simulation (with DC Voltage source) java applet |
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RLC
serial circuit flash |
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RLC
serial circuit RLC serial circuit |
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RLC
serial circuit RLC serial circuit |
| RLC
serial circuit this java applet will show you physics properties of an
R-L-C circuit |
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RLC
serial circuit |
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RLC simulation
a Java simulation of a classic RLC (resistor - inductor - capacitor) circuit |
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Series Resonance
Series Resonance circuit |
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Series RLC circuit |
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RLC Filters |
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Band-Pass Filter |
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Crossover |
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High pass filter High pass filter |
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High-Pass Filter
(RC) |
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High-Pass Filter
(RL) |
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Low pass filter |
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Low-Pass Filter
(RL) |
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Notch Filter |
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Twin-T Filter |
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Last updated on:
2026-06-24
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