Homework Help is Here – Start Your Trial Now!
Science
Advanced Physics
Show that the internal energy, U, of an Einstein crystal is given by: U 3Nhv 3Nhvexp(-ßhv) 2 1-exp(-ßhv) + Hint: The following identity will avoid you having to use the chain rule: In(1 − @7(x)) = ¯¯(ƒ '(x)) e´ f(x) 1-e d (1)(1 dx

Show that the internal energy, U, of an Einstein crystal is given by: U 3Nhv 3Nhvexp(-ßhv) 2 1-exp(-ßhv) + Hint: The following identity will avoid you having to use the chain rule: In(1 − @7(x)) = ¯¯(ƒ '(x)) e´ f(x) 1-e d (1)(1 dx

icon
Related questions
Question
4. Show that the internal energy, U, of an Einstein crystal is given by: 3Nhv 3Nhvexp(-ßhv) 2 1-exp(-Bhv) + U = Hint: The following identity will avoid you having to use the chain rule: d In(1− ef(x)) = −(ƒ'(x)) e²“ dx 1-e
Transcribed Image Text:4. Show that the internal energy, U, of an Einstein crystal is given by: 3Nhv 3Nhvexp(-ßhv) 2 1-exp(-Bhv) + U = Hint: The following identity will avoid you having to use the chain rule: d In(1− ef(x)) = −(ƒ'(x)) e²“ dx 1-e
Expert Solution
steps

Step by step

Solved in 3 steps with 3 images

SEE SOLUTIONCheck out a sample Q&A here
Blurred answer