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electric current (Question)

raghav sood saidSat, 19 Sep 2009 04:57:09 -0000 ( Link )

consider a dc circuit with a cell of emf ‘E’ and internal resistance ‘r’ connected to an external resistance ‘R’. let ‘I’ be the current flowing in the circuit. Is the potential differnce across the cell same as that across the external resistance ?

if so power dissipated across the cell = I x I x r Also, power dissipated across the cell = V I Where V is the potential differnce across the external resistance therefore, power dissipated across the cell = (IR) I = I x I x R WHICH IMPLIES r IS ALWAYS EQUAL TO R ?

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  1. raj beniwal saidWed, 23 Sep 2009 07:49:34 -0000 ( Link )

    V=I(R+r) thus power dissipation across the cell is II*(R+r).= i@2R+i@2*r= power disspated across load resistance plus power dissipated across internal resistance of the Cell.

    r is very small amount in comparision to R so we neglect this and consider that there is total drop across the load resistance R ohms.

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  2. angadyuvraj saidWed, 23 Sep 2009 08:41:01 -0000 ( Link )

    i totally agree with Mr RAj Beniwal.wat Mr ragav wrote was individual power dissipated across each resistence n also r is negligible so we cant equate IxIxr=IxIxR bcoz both of them are differnt.

    am i clear??

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  3. dusvijay10 saidWed, 23 Sep 2009 11:36:30 -0000 ( Link )

    if we neglect the internal resistance of the source then it is same gen p=i2r(equivalent) r(equi)=R+r so p=i2(R+r) if R>>>r then p=i^2R which is potential drop across the external resi

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  4. shalu2009 saidWed, 23 Sep 2009 13:20:21 -0000 ( Link )

    no,the potential across E is Ir and across R is iR….power dissipated across E is II*r and power dissipated across R is II*R m i right???

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  5. deepa mittal saidTue, 29 Sep 2009 08:13:34 -0000 ( Link )

    The potential difference across external resistance when circuit is closed is called terminal potential difference. V = E – Ir

    The potential difference at the terminals of the source when circuit is open, is called terminal potential different. E = V (Ir = 0)

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