There are two capacitor plates and two different dielectric media are filled in such a way that one side of the diagonal is filled with dielectric medium with dielectric constant k1 and the other side with constant k2. If you use integration to solve this question, you get the answer as,
eA( k1*k2) (ln( k1)-ln(k2))/ d( k1-k2).
But if we substitute k1=k2=k, we get the result in an indeterminate form which doesn't make sense.
Instead, why can't we divide it into 4 equal parts
(2 lines thru the middle along length and breadth) in such a way that two diagonally opp parts have capacitance iden

Question

There are two capacitor plates and two different dielectric media are filled in such a way that one side of the diagonal is filled with dielectric medium with dielectric constant k1 and the other side with constant k2. If you use integration to solve this question, you get the answer as,
eA( k1*k2) (ln( k1)-ln(k2))/ d( k1-k2).
But if we substitute k1=k2=k, we get the result in an indeterminate form which doesn't make sense.
Instead, why can't we divide it into 4 equal parts 
(2 lines thru the middle along length and breadth) in such a way that two diagonally opp parts have capacitance iden

anonymous · Answer

what exactly are you finding out here? the electric field ?if so where?

anonymous · Answer

diagram varanju paranjal kollam........

anonymous · Answer

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