A parallel plate capacitor with C = 0.6 μF is charged with a potential difference of 100V and then isolated. Let's say the plates are vertical and the capacitor is partially immersed in a bucket filled with a liquid. The liquid has dielectric constant k = 25 and fills' uniformly the volume of the capacitor for 1/3. Calculate the variation of the energy of the capacitor.
A parallel plate capacitor with C = 0.6 μF is charged with a potential difference of 100V and then isolated. Let's say the plates are vertical and the capacitor is partially immersed in a bucket filled with a liquid. The liquid has dielectric constant k = 25 and fills' uniformly the volume of the capacitor for 1/3. Calculate the variation of the energy of the capacitor.
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Transcribed Image Text:**Capacitor Energy Variation Problem**
A parallel plate capacitor with \( C = 0.6 \, \mu\text{F} \) is charged with a potential difference of 100V and then isolated.
Consider that the plates are vertical and the capacitor is partially immersed in a bucket filled with a liquid. The liquid has a dielectric constant \( \kappa = 25 \) and uniformly fills 1/3 of the volume of the capacitor.
**Task:** Calculate the variation of the energy of the capacitor.
This exercise involves principles of electromagnetism and energy storage in capacitors with dielectrics, aiming to enhance understanding of dielectric effects on capacitors.
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