if we place a metal sheet of thickness t between two parallel plate capicitor having distance d between plate. capacitance is given by C=Co/(1-d/t)if we put d=t, capacitance becomes infinite.Is it possible to have a capicitor of infinite capacitance....???refference from 12th physics electrostatic
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actually standard formula of this is
C =€ oA/(d-t +t/K)
where € o is epsilen- north and A is C.S.A
but for metal K =infinity so, t/infinity =0
hence ,
C =€ oA/(d-t) or, C =Co/(1-d/t)
if d =t then C=infinity
it means capacity of capacitor is infinity .
capacitor Is what ?
capacitor is an arrangement for storing large amount of charge .
if capacitance C=infinity it means a capacitor in which we store infinite charge . so , this situation is possible .
C =€ oA/(d-t +t/K)
where € o is epsilen- north and A is C.S.A
but for metal K =infinity so, t/infinity =0
hence ,
C =€ oA/(d-t) or, C =Co/(1-d/t)
if d =t then C=infinity
it means capacity of capacitor is infinity .
capacitor Is what ?
capacitor is an arrangement for storing large amount of charge .
if capacitance C=infinity it means a capacitor in which we store infinite charge . so , this situation is possible .
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