-8. As a basis for the calculation of the specific heat of a solid, Einstein assumed that the N atoms in the solid could be con- sidered as forming 3N harmonic oscillators each with the same frequency v. Show that the specific heat of the solid in this case would be 2 C, = 3R where Op = hv/k is known as the Einstein temperature and the mean oscillator energy is taken from section 8.2. %3D
-8. As a basis for the calculation of the specific heat of a solid, Einstein assumed that the N atoms in the solid could be con- sidered as forming 3N harmonic oscillators each with the same frequency v. Show that the specific heat of the solid in this case would be 2 C, = 3R where Op = hv/k is known as the Einstein temperature and the mean oscillator energy is taken from section 8.2. %3D
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![8. As a basis for the calculation of the specific heat of a solid,
Einstein assumed that the N atoms in the solid could be con-
sidered as forming 3N harmonic oscillators each with the same
frequency v. Show that the specific heat of the solid in this case
would be
C, = 3R
where Op = hv/k is known as the Einstein temperature and the
%3D
mean oscillator energy is taken from section 8.2.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd7479ed3-c466-47bd-a8d0-b23d8b39b7f3%2Fc243cbb4-103b-45f0-81bf-5a6279339b6a%2Fv24x5q_processed.jpeg&w=3840&q=75)
Transcribed Image Text:8. As a basis for the calculation of the specific heat of a solid,
Einstein assumed that the N atoms in the solid could be con-
sidered as forming 3N harmonic oscillators each with the same
frequency v. Show that the specific heat of the solid in this case
would be
C, = 3R
where Op = hv/k is known as the Einstein temperature and the
%3D
mean oscillator energy is taken from section 8.2.
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