Show that if the random velocity of the electrons were due to the thermal motion of a classical electron gas, the electrical resistivity would increase with the temperature as T^(3/2)
This is a great question. First of all, do you have a starting point?
I dont have a starting point besides: \[v=\sqrt{\frac{3kT}{ m _{e} }}\]
yea... now all you need to do is find the equation relating K.E and Temperature!!!! from the equation you just wrote!!!
1/2 m v^2 = 3/2 kb T?
yes.. now what is the relation between electrical resistivity and drift velocity of electrons?
I am not aware of that relation
thats from derivation of Ohm's law? ..
oh wait.. lemme think.. not so easy :D as i thought
i am trying to find something in my notes and I am having troubles
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