Consider a system of N free particles in which the energy of each particle can assume two and only two distinct values, 0 and E (E > 0). Denote by nɔ and n the occupation numbers of the energy level 0 and E, respectively. The total energy of the system is U. (a) Find the entropy of such a system. (b) Find the most probable values of no and n¡, and find the mean square fluctuations of
Consider a system of N free particles in which the energy of each particle can assume two and only two distinct values, 0 and E (E > 0). Denote by nɔ and n the occupation numbers of the energy level 0 and E, respectively. The total energy of the system is U. (a) Find the entropy of such a system. (b) Find the most probable values of no and n¡, and find the mean square fluctuations of
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![Consider a system of N free particles in which the energy of each particle can assume
two and only two distinct values, 0 and E (E > 0). Denote by nɔ and n the occupation
numbers of the energy level 0 and E, respectively. The total energy of the system is U.
(a) Find the entropy of such a system.
(b) Find the most probable values of no and n¡, and find the mean square fluctuations of](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9deea849-0941-4276-a8f0-f84477f2f2fa%2Fdf9eba97-9950-4e5a-bf4e-7ddb3dcea471%2F5x8f686.png&w=3840&q=75)
Transcribed Image Text:Consider a system of N free particles in which the energy of each particle can assume
two and only two distinct values, 0 and E (E > 0). Denote by nɔ and n the occupation
numbers of the energy level 0 and E, respectively. The total energy of the system is U.
(a) Find the entropy of such a system.
(b) Find the most probable values of no and n¡, and find the mean square fluctuations of
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