### Create an Account

Already have account?

### Forgot Your Password ?

Home / Questions / Calculate the change in the entropy of each of the systems illustrated In Figs 11-4 116 an...

# Calculate the change in the entropy of each of the systems illustrated In Figs 11-4 116 and 11 8 when a n additional energy level is available to the particles and the total energy is increased

Calculate the change in the entropy of each of the systems illustrated In Figs. 11-4, 11-6, and 11-8 when a n additional energy level is available to the particles and the total energy is increased to 7 [See Problems 11- 9, 11-12, and 11-13.]  Problem 9

{a) Construct a diagram similar to Fig. 11-6, but having eight energy levels. Show the possible microstates of the system if the energy U=7 for six indistinguishable particles, obeying B-E statistics. {b) Calculate the thermodynamic probability of each microstate, and (c) show that the total number of possible microstates 0 is 2340. (d) Find the average occupation number of each level. Problem 12

Do Problem 11-9 for six indistinguishable particles obeying F-D statistics. In this case Ω=162

Problem 9

{a) Construct a diagram similar to Fig. 11-6, but having eight energy levels. Show the possible microstates of the system if the energy U=7 for six indistinguishable particles, obeying B-E statistics. {b) Calculate the thermodynamic probability of each microstate, and (c) show that the total number of possible microstates 0 is 2340. (d) Find the average occupation number of each level. Problem 13

Do Problem 11-9 for six distinguishable particles obeying M-B statistics. In this case {a) Construct a diagram similar to Fig. 11-6, but having eight energy levels. Show the possible microstates of the system if the energy U=7 for six indistinguishable particles, obeying B-E statistics. {b) Calculate the thermodynamic probability of each microstate, and (c) show that the total number of possible microstates 0 is 2340. (d) Find the average occupation number of each level. May 08 2020 View more View Less

#### Answer (Solved) Subscribe To Get Solution