1- The equation of motion for an electron in a solid where an electric field E is acting, is given as αν m dt ν =-eE-m― where m is the mass of the electron, v is its velocity at any time t and σ is the τ average time interval between two successive collisions. Find the solution v(t) to this differential equation.
1- The equation of motion for an electron in a solid where an electric field E is acting, is given as αν m dt ν =-eE-m― where m is the mass of the electron, v is its velocity at any time t and σ is the τ average time interval between two successive collisions. Find the solution v(t) to this differential equation.
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Transcribed Image Text:1- The equation of motion for an electron in a solid where an electric field E is acting, is given as
αν
m
dt
ν
=-eE-m― where m is the mass of the electron, v is its velocity at any time t and σ is the
τ
average time interval between two successive collisions. Find the solution v(t) to this differential
equation.
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