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Define ‘relaxation time’ in a conductor. Explain how it varies with increase in temperature of a conductor. State the relation between resistivity and relaxation time.

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Relaxation time (τ): It is the time interval which a free electron, on the average, spends between two successive collisions between electrons and ions in the lattice of a conductor.

Relaxation time,

τ = \(\frac{\text{ mean free path }}{\text{ r.m.s. velocity of electron }}\)

or τ = \(\frac{\lambda}{v_{rms}}\)

As the temperature of the conductor is increased, the r.m.s. velocity vrms is also increased and hence τ is decreased.

Relation between ρ and τ

ρ = \(\frac{m}{ne^2\tau'}\)

where m is the mass of electron, n is number density of electrons and e is the charge on an electron.

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