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Q: A particular experiment requires a beam of light of very stable intensity. Why would AC voltage be unacceptable for powering the light? A: The light emitted by a light bulb is due to heating of the bulb's filament when electric current passes through it. In order to achieve light emission of high stability. A constant current is needed. This cannot be provided by an AC current, since the AC current varies in time. |
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| Oscillating LC circuit energy transfers | (U = UE + UB) |
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| Differential equation of LC oscillation (with no resistance) |
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| Damped oscillations |
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| External alternating emf causing a series RLC
circuit to be set into forced oscillations at a driving
angular frequency ( |
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| Current driven in the RLC circuit by the emf | |||||||||||
| Series RLC circuit current amplitude | |||||||||||
| Series RLC circuit phase constant | |||||||||||
| Series RLC circuit impedance (Z) | |||||||||||
| Series RLC circuit current amplitude (rewritten) | I = |
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| Average power (Pav) | "rms" stands for root-mean-square.
"rms" quantities are related to maximum quantities by xrms
= x / |
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| Transformation of voltage | |||||||||||
| Transformation of currents | |||||||||||
| Equivalent resistance of the secondary circuit in a transformer as seen by the generator |
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