# Laplace domain ( series RLC circuit)

## Description

The series RLC can be analyzed for both transient and steady AC state behavior using the Laplace transform. If the voltage source above produces a waveform with Laplace-transformed V(s), Kirchhoff’s second law can be applied in the Laplace domain.

Related formulas## Variables

V_{s} | Laplace-transformed voltage (V) |

I_{s} | Laplace-transformed current (A) |

R | Resistance of the resistor in series (ohm) |

L | Inductance (H) |

s | Complex frequency (ohm^{-1}*F^{-1}) |

C | Capacitance (F) |