When a potential difference is applied across the ends of a conductor, how is the drift velocity of the electrons related to the relaxation time?

We know that ![]()
Where,
E=electric field
l=length of the conductor
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And force on an electron is given by, ![]()
where, e=charge on electron
V=electric potential
We know that ![]()
Equating the above two equations we get,
![]()
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Using 1st equation of motion
![]()
where
= drift velocity
Here, u=0
![]()
t=
relaxation time
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![]()
Since e, V, m, l are constant.
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Couldn't generate an explanation.
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