(3) A magnetic system at temperature T contains n non-interacting particles per unit volume, each of which has four energy levels given by 0, 4, 4±µÅB. (a) Calculate the partition function Z, Helmholtz free energy F, and magnetization M = m/V. (b) Show that the magnetic susceptibility of this system is given by мом x = lim B-0 B Ζημομα kT (3 + eẞ4)
(3) A magnetic system at temperature T contains n non-interacting particles per unit volume, each of which has four energy levels given by 0, 4, 4±µÅB. (a) Calculate the partition function Z, Helmholtz free energy F, and magnetization M = m/V. (b) Show that the magnetic susceptibility of this system is given by мом x = lim B-0 B Ζημομα kT (3 + eẞ4)
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
Transcribed Image Text:(3) A magnetic system at temperature T contains n non-interacting particles per unit volume, each
of which has four energy levels given by 0, 4, 4±µÅB.
(a) Calculate the partition function Z, Helmholtz free energy F, and magnetization M = m/V.
(b) Show that the magnetic susceptibility of this system is given by
мом
x = lim
B-0 B
Ζημομα
kT (3 + eẞ4)
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