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The actual energy of electrons follow a poisson distribution, where a large number of electrons have very little amounts of energy while a miniscule number of electrons have a very large amount of energy.
1. The actual energy of electrons follow a poisson distribution, where a large number of electrons have very little amounts of energy while a miniscule number of electrons have a very large amount of energy.
Therefore, the probability of the elections having a large amount of energy is
Therefore, the probability of the elections having a large amount of energy is
and <math>k = 1.3806503 * 10^{-23} J K^{-1}</math>
and <math>k = 1.3806503 * 10^{-23} J K^{-1}</math>
2. The rate of scattering is a constant number that determines the average amount of time that is required for an electron to impact a silicon nucleus. It is dependent on two factors:
## The average speed of an electron
## The average distance between 2 Silicon nuclei
The electron travels at an average speed equal to the Fermi Velocity, where
<math>Fermi Velocity = sqrt{2E_f/M_e}</math>
and <math>Mass of Electron = 9.109 * 10^{-31} kg</math>