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RLC Circuit AP Physics C Mrs. Coyle

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RLC circuit In real circuits, there is some resistance, and some energy is lost to internal energy for the resistor (heat). (Some energy is also lost to radiation but this is ignored). Therefore the total energy of the circuit decreases over time similar to damping in a mass-spring system.

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**Assume the capacitor is initially charged and then the switch is closed**

Assume no resistance (no internal energy loss) and no energy losses to radiation The total energy of this system is constant Remember:LC Circuits

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Simulation

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**RLC Circuit The capacitor is charged with the switch at position a.**

At time t = 0, the switch is moved to position b to form the RLC circuit. Kirchhoff’s loop rule:

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RLC Circuit

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A spring with a mass of 6 kg has damping constant 33 and spring constant 234. Find the damping constant that would produce critical damping. 1234567891011121314151617181920.

A spring with a mass of 6 kg has damping constant 33 and spring constant 234. Find the damping constant that would produce critical damping. 1234567891011121314151617181920.

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