zero_field_energy_mat: Construct Zero Field Energy Matrix.
In bgrich/starkr: Calculation of Stark Maps for Rubidium-85

zero_field_energy_mat constructs a matrix with the zero field energies on the diagonal.

1	zero_field_energy_mat(n, l, j)

`n`	A numeric. A vector that contains a series of principle quantum numbers.
`l`	A numeric. A vector that contains a series of orbital angular momentum quantum numbers.
`j`	A numeric. A vector that contains a series of total angular momentum quantum numbers.

This function takes vectors for n, l, and j and returns a matrix with the energies for those n, l, and j states on the diagonal. To create the vectors for n, l, and j, state_list should be used. This will create a matrix with all the combinations of n, l, and j needed to create the Stark matrix. The energy is determined by:

E = -1 / (2* (n - δ(n, l, j))^2)

where δ(n, l, j) is determined by quantum_defect.

bgrich/starkr documentation built on May 12, 2019, 8:21 p.m.