Two classical particles are distributed among N(>2) sites on a ring. Each site can accommodate only one particle. If two particles occupy two nearest neighbour sites, then the energy of the system is increased by €. The average energy of the system attemperature T is

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Two classical particles are distributed
among N(>2) sites on a ring. Each site
can accommodate only one particle. If
two particles occupy two nearest
neighbour sites, then the energy of the
system is increased by €. The average
energy of the system attemperature T is
Transcribed Image Text:Two classical particles are distributed among N(>2) sites on a ring. Each site can accommodate only one particle. If two particles occupy two nearest neighbour sites, then the energy of the system is increased by €. The average energy of the system attemperature T is
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