Consider an ensemble of N distinguishable particles distributed in two energy levels & and -E, with number of particles in them N, and N, respectively in equilibrium. The ensemble is isolated and has fixed energy E at temperature T given by, E =-NE tanh k T is the Boltzmann constant. N. e -e If e=k, In 2, find out the temperature at which N [Given, tanh x =D 2 %3D e +e (а) +2k (b) -2k (c) +1k (d) -4k

icon
Related questions
Question
I need the answer quickly
Consider an ensemble of N distinguishable particles distributed in two energy levels &
and -ɛ, with number of particles in them N, and N, respectively in equilibrium. The
ensemble is isolated and has fixed energy
E
at temperature T given by,
E =-Nɛ tanh
is the Boltzmann constant.
e-e
If e = k, In 2, find out the temperature at which
N
[Given, tanh xr =
2
e +e*
(a) +2k
(b) -2k
(c) +lk
(d) -4k
Transcribed Image Text:Consider an ensemble of N distinguishable particles distributed in two energy levels & and -ɛ, with number of particles in them N, and N, respectively in equilibrium. The ensemble is isolated and has fixed energy E at temperature T given by, E =-Nɛ tanh is the Boltzmann constant. e-e If e = k, In 2, find out the temperature at which N [Given, tanh xr = 2 e +e* (a) +2k (b) -2k (c) +lk (d) -4k
Expert Solution
steps

Step by step

Solved in 2 steps with 1 images

Blurred answer