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| Created | October 31, 2012 |
| Last modified | October 31, 2012 |
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This circuit shows LC (inductive-capacitance) resonance. The frequency is determined by:
F = 1/ (2 PI (SQRT(L*C)) = 1.125 HZ Period = 1/F = 0.884 (period here seems a bit high but perhaps there is a reason for this?). The circuit analysis only works with a time-controlled switch. If one just puts in a battery with no switch then you get a result which is a constant voltage equal to the battery voltage.
The oscillations are triggered by the step function as the switch closes. They decay over time to zero.
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