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How is the energy stored in a capacitor affected, if the distance between the plates is halved? It seems to me it should double, but apparently it halves. Can someone explain why and how that world?
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The ebergy stored in a capacitor is E=(CV^2)/2. and \[C=\epsilon _{0}\epsilon _{r}A/d\] If distance d decrease then the value of C increase so that the amount of energy can be stored in capacitor increases.
yea it doubles for sure.. !
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