Suppose a system contain four identical particles and five energy levels given by the relationship, E= ix 10-20 J, where i = 0,1,2,3,4. If the total energy of the system is Er = 6 E. Find the total number of the microscopic states for the distribution of these particles over the system energy levels keeping the given system conditions. Solution 4 identical particles Energy 10 Joule) Macroscopie state 4. Er= 6 € 3. Levels
Suppose a system contain four identical particles and five energy levels given by the relationship, E= ix 10-20 J, where i = 0,1,2,3,4. If the total energy of the system is Er = 6 E. Find the total number of the microscopic states for the distribution of these particles over the system energy levels keeping the given system conditions. Solution 4 identical particles Energy 10 Joule) Macroscopie state 4. Er= 6 € 3. Levels
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Transcribed Image Text:Suppose a system contain four identical particles and five energy levels given by the
relationship, E;= i x 10-20 J, where i = 0 ,1,2,3,4. If the total energy of the system is
Er= 6 €. Find the total number of the microscopic states for the distribution of these
particles over the system energy levels keeping the given system conditions.
Solution
4 identical particles
Energy
(10 Joule)
Macroscopic state
4
Er= 6 €
3
Levels
1
E(10 )
k
1
2
3
4.
7
N!
Wk =
no!n;!n2!n3!n4!
SK = kglnwk
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