- #1
Simon316
- 7
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okey the question goes like this
A plate capacitor with area A and distance d1 is charged to a potential difference of V1 between the plates. Now the distance between the plates increases to d2 = 2*d1.
a) What is the new potential difference, V2, between the plates?
b) Find the increase in stored energy, deltaU, an explain where this energy comes frome.
what I have found out so far is:
a) V2 = E*2*d1, where E = Q/(e0*A) and therefore does not change with distance.
b) deltaU = 1/2*Q*V2 - 1/2*Q*V1
I don't think these two answers are good enough, but I can't se what else to do, maybe use intgral?
any help is highly appreciated
Kind regards
Simon
A plate capacitor with area A and distance d1 is charged to a potential difference of V1 between the plates. Now the distance between the plates increases to d2 = 2*d1.
a) What is the new potential difference, V2, between the plates?
b) Find the increase in stored energy, deltaU, an explain where this energy comes frome.
what I have found out so far is:
a) V2 = E*2*d1, where E = Q/(e0*A) and therefore does not change with distance.
b) deltaU = 1/2*Q*V2 - 1/2*Q*V1
I don't think these two answers are good enough, but I can't se what else to do, maybe use intgral?
any help is highly appreciated
Kind regards
Simon