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restriction on the total number of particles 4. For photons, there is no (a) Find out the number of photons per quantum state4. For solids Einstein the vibrational levels given energy are as € (j+h, j 0,1,2,. Assuming that the N strongly coupled atom

please solve 2 problems

restriction on the total number of particles 4. For photons, there is no (a) Find out the number of photons per quantum state 8T V 2 dv 4 (b) Find out the partition function, Z. cf. g(v)dv 15 e 1 In z n (1 e hulkT) for a (c) Calculate the internal energy, U single oscillator (d) Calculate the pressure, P.
4. For solids Einstein the vibrational levels given energy are as € (j+h, j 0,1,2,. Assuming that the N strongly coupled atoms are equivalent to 3N simple harmonic independent oscillators, find out the followings (a) Equation for the vibrational energy as a function of temperature (b) Specific heat at constant volume.
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