Boltzmann Distribution

T = K

ΔE = meV ( THz ou cm^-1)

Information

This application simulates the distribution of atoms or molecules between energy levels at a certain temperature T, in thermal equilibrium. It works based on the Boltzmann distribution:

$ P_n = \dfrac{ e^{ -E_n/k_B T } }{ \sum_{j=1}^N e^{ -E_j/k_B T } }, $

where $P_n$ is the probability of finding a particle in state $n$.

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