Why is the following situation impossible? You are working on an experiment involving a series circuit consisting of a charged 500-mF capacitor, a 32.0-μH inductor, and a resistor R. You discharge the capacitor through the inductorand resistor and observe the decaying oscillations of the current in the circuit. When the resistance R is 8.00 Ω, the decay in the oscillations is too slow for your experimental design. To make the decay faster, you double the resistance. As a result, you generate decaying oscillations of the current that are perfect for your needs.
Why is the following situation impossible? You are working on an experiment involving a series circuit consisting of a charged 500-mF capacitor, a 32.0-μH inductor, and a resistor R. You discharge the capacitor through the inductorand resistor and observe the decaying oscillations of the current in the circuit. When the resistance R is 8.00 Ω, the decay in the oscillations is too slow for your experimental design. To make the decay faster, you double the resistance. As a result, you generate decaying oscillations of the current that are perfect for your needs.
Chapter14: Inductance
Section: Chapter Questions
Problem 65P: In an oscillating LC circuit the maximum charge on the capacitor is 2.0 × 10-6 C and the maximum...
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Why is the following situation impossible? You are working on an experiment involving a series circuit consisting of a charged 500-mF capacitor, a 32.0-μH inductor, and a resistor R. You discharge the capacitor through the inductor
and resistor and observe the decaying oscillations of the current in the circuit. When the resistance R is 8.00 Ω, the decay in the oscillations is too slow for your experimental design. To make the decay faster, you double the resistance. As a result, you generate decaying oscillations of the current that are perfect for your needs.
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