The Electric Charge Stored in the Capacitor of a RLC Circuit in Damped Oscillations Calculator will calculate the:
Calculator parameters: The conducting wire of circuit and material the inductor is made from are both uniform and they have the same thickness everywhere; the source supplies AC current
|The charge stored in the capacitor at a given instant is C [Coulomb]|
|Charge stored in the capacitor at a given instant calculation|
|Q(t) = Q0 × e-R × t/2L × cos√1/L × C - (R/2L)2 × t|
Q(t) = × e- × /2 × × cos√1/ × - (/2 × )2 ×
Q(t) = × e-/ × cos√1/ - (/)2 ×
Q(t) = × e- × cos√ - 2 ×
RR Q(t) = × e- × cos√ - ×
Q(t) = × × cos√ ×
Q(t) = × × cos ×
Q(t) = × × cos
Q(t) = × ×
|Electric Charge Stored In The Capacitor Of A Rlc Circuit In Damped Oscillations Calculator Input Values|
|Resistance of the RLC circuit (R) Ω [Ohm]|
|Inductance of RLC circuit (L) H [Henry]|
|Capacitance of RLC circuit (C) F [Farad]|
|Maximum charge stored in the capacitor plates (Q0) C [Coulomb]|
|Time elapsed (t) s [second]|
Please note that the formula for each calculation along with detailed calculations are available below. As you enter the specific factors of each electric charge stored in the capacitor of a rlc circuit in damped oscillations calculation, the Electric Charge Stored In The Capacitor Of A Rlc Circuit In Damped Oscillations Calculator will automatically calculate the results and update the Physics formula elements with each element of the electric charge stored in the capacitor of a rlc circuit in damped oscillations calculation. You can then email or print this electric charge stored in the capacitor of a rlc circuit in damped oscillations calculation as required for later use.
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