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Temperature dependence of
conduction
• electrical resistivity of metals increases with
temperature
• electrical resistivity of semi conductors
decrease with temperature
Metals
Phonon
• It is a description of an elementary vibrational
motion in which a lattice of atoms or
molecules uniformly oscillates at a single
frequency
• It is a normal mode of vibration according to
the classical mechanics
• The carrier (electrons in conduction band)
concentration changes very slowly with
temperature in metals
• So, can not consider its effect
• Atoms at absolute zero sit locked into their
lattice sites and don't move; they are frozen in
place
• But at any temperature warmer than absolute
zero, they bounce and wiggle around, causing
them to move slightly out of their lattice sites
• Called phonons
• These warmer atoms can begin to choke off
the channels through the lattice and to
interfere with electrons travelling through the
channels
• The warmer they are, the more they wiggle
and the more interfere
• Effectively, they start to block electrons on
their path, causing electrons to scatter
• The more motion of atoms, the more
interference
• The more phonons, the more interferences
• The more interference, slower the motion of
electrons
• Slower the motion of electrons, higher the
resistance
Semi conductors
• Carrier concentration increases as temperature goes up, due to
excitations across the band gap
• s= ne2t/m* (s=conduction)
• n is proportional to exp{-Eg/2kT}
• When T increases, term exp{-Eg/2kT} increases, so “n” increases (n
= # of charge carriers)
• t inversely proportional to T (when T increase, t decrease) so, s
decreases
• Two terms, opposite actions (n & t)
• But, exponential term dominates, increasing the conduction with
temperature
• So, mainly due to the increasing charge carriers
• T = temperature
• t = term in equation
THANK YOU

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Temperature dependence of conduction

  • 2. • electrical resistivity of metals increases with temperature • electrical resistivity of semi conductors decrease with temperature
  • 4. Phonon • It is a description of an elementary vibrational motion in which a lattice of atoms or molecules uniformly oscillates at a single frequency • It is a normal mode of vibration according to the classical mechanics
  • 5. • The carrier (electrons in conduction band) concentration changes very slowly with temperature in metals • So, can not consider its effect
  • 6. • Atoms at absolute zero sit locked into their lattice sites and don't move; they are frozen in place • But at any temperature warmer than absolute zero, they bounce and wiggle around, causing them to move slightly out of their lattice sites • Called phonons
  • 7. • These warmer atoms can begin to choke off the channels through the lattice and to interfere with electrons travelling through the channels • The warmer they are, the more they wiggle and the more interfere • Effectively, they start to block electrons on their path, causing electrons to scatter
  • 8. • The more motion of atoms, the more interference • The more phonons, the more interferences • The more interference, slower the motion of electrons • Slower the motion of electrons, higher the resistance
  • 10. • Carrier concentration increases as temperature goes up, due to excitations across the band gap • s= ne2t/m* (s=conduction) • n is proportional to exp{-Eg/2kT} • When T increases, term exp{-Eg/2kT} increases, so “n” increases (n = # of charge carriers) • t inversely proportional to T (when T increase, t decrease) so, s decreases • Two terms, opposite actions (n & t) • But, exponential term dominates, increasing the conduction with temperature • So, mainly due to the increasing charge carriers • T = temperature • t = term in equation