Question

a system of two indistinguishable particles following dirac statistic, any particles can be at any three...

a system of two indistinguishable particles following dirac statistic, any particles can be at any three quantum level ( E1=0E , E2=1E , E3=2E ).

calculate the Clustering function at T=0 and T= ∞ .

calculate the average energy .

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Question 4: There is a system consisting of three particles where a particle can be in...
Question 4: There is a system consisting of three particles where a particle can be in 0, ?, 3? and 5? energy states. Write the partition functions of the particles that meet the following conditions. a) If the particles are distinguishable b) Particles comply with Bose-Enistein statistics c) If the particles match Fermi-Dirac statistics
Assume you have a system that can have one of six distinct energy states E1 E2...
Assume you have a system that can have one of six distinct energy states E1 E2 E3 E4 E5 E6 what is the entropy of an ensemble of five systems where one system is in energy state E2 three systems are in energy state E3 and one system is in energy state E6. Choose the correct answer S= Kb ln(120) S= Kb ln(24) S= Kb ln(20) S= Kb ln(5) S= Kb ln(2) S=0
Consider a system of 2 particles and 4 non-degenerate energy levels with energies 0, E0, 2E0,...
Consider a system of 2 particles and 4 non-degenerate energy levels with energies 0, E0, 2E0, 3E0, and 4E0. Taking into account the various ways the particles can fill those energy states, draw schemes of all the possible configurations with total energy E = 4E0 for the following cases: (a) The two particles are distinguishable. (b) The two particles are indistinguishable bosons. (c) The two particles are indistinguishable fermions.
A system, at temperature T, has particles that can be in three different states: s=-1, 0,...
A system, at temperature T, has particles that can be in three different states: s=-1, 0, 1. The energy of the particle is given by: E_s = -μ*B*s , where μ is a constant and B is an applied magnetic field. (a) Find the expected energy value for a system of 3 particles. (b) Generalize part (a) for a system of N particles
A system consists of N = 106 particles that can occupy two energy levels: a nondegenerate...
A system consists of N = 106 particles that can occupy two energy levels: a nondegenerate ground state and a three-fold degenerate excited state, which is at an energy of 0.25 eV above the ground state. At a temperature of 960 K, find the number of particles in the ground state and in the excited state.
Consider a two-particle system. Each particle can have energy 0 and Δ. Compute the partition function...
Consider a two-particle system. Each particle can have energy 0 and Δ. Compute the partition function for the following case: a. When particles are distinguishable. b. When particles are fermions. c. When particles are Bosons.
Consider a system composed of two distinguishable free particles, each of which can have energy E...
Consider a system composed of two distinguishable free particles, each of which can have energy E = nε, for n = 0, 1, 2, .... List the microstates with energy E = 3ε.
1. Consider a system of 6 particles that can be distributed among Energy levels labelled 0...
1. Consider a system of 6 particles that can be distributed among Energy levels labelled 0 through 8. (a) Tabulate the average number of particles in each level for each of the three cases: Classical particles, Bosons and Fermions. (b) Represent the information in your table on a single graph [you must use different symbols or line types for the 3 cases. Excel/ Sigma Plot /Mathematica etc. are encouraged, but neat hand- made graphs are also acceptable]. [You may consult...
Write two or three key differences between US legal system and another's country. Can be any...
Write two or three key differences between US legal system and another's country. Can be any country
Consider a system of N distinguishable atoms, each of which can be in only one of...
Consider a system of N distinguishable atoms, each of which can be in only one of two states: the lowest energy state with energy 0, and an excited state with energy ɛ > 0. When there are n atoms in the excited state (and N-1 atoms in the lowest state), the total energy is U = nɛ. 1. Calculate the entropy S/k = ln(Ω(n)) and find the value of n for which it is maximum. 2. Find an expression for...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT