Deduce ohm's law using the concept of drift velocity ?
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When a potential difference V is applied across a conductor of length l , drift velocity in terms of V is given by vd= eVt /ml
If the area of cross section =A, and number of electrons per unit volume is n , then
Current I= enAvd
V/I = ml /ne2tA
Now, at a fixed temperature the quantities m,l,n,e,t A have constant values for a given conductor-
So, V/I = constant , R
R=ml /ne2tA
here, R is resistance, t is relaxation time, E is electric field , e= charge on an electron and m= mass of an electron.
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If the area of cross section =A, and number of electrons per unit volume is n , then
Current I= enAvd
V/I = ml /ne2tA
Now, at a fixed temperature the quantities m,l,n,e,t A have constant values for a given conductor-
So, V/I = constant , R
R=ml /ne2tA
here, R is resistance, t is relaxation time, E is electric field , e= charge on an electron and m= mass of an electron.
here is your answer mate
I have already answered this type of question in an another website so I have copied my answer from that site...
thanks
mark my answer as brainliest...
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