Question

Assume the probability of an electron occupying an energy state at E is 4.74%. Compute the temperature at which the position of energy level (E) is 3kT above the Fermi energy (EF)

Answer 1

To calculate the temperature at which the position of the energy level is 3kT above the Fermi energy (EF), you can use the equation kB T = E - EF, where kB is the Boltzmann constant.

Step-by-step explanation:

To calculate the temperature at which the position of the energy level is 3kT above the Fermi energy (EF), we can use the equation kB T = E - EF, where kB is the Boltzmann constant.

Since the energy difference is 3kT, we can rewrite the equation as 3kT = E - EF and solve for T. Rearranging the equation gives T = (E - EF) / (3kB).

Substituting the given values for E, EF, and k, we can calculate the temperature.