macro.interaction_strength
macro.interaction_strength(decay_rate, wavelength, factor=1.0)Interaction strength per atom, g / 2 pi = sigma_0 gamma / 4, with gamma = Gamma / 2 pi.
The propagation equation is dOmega/dz = 2 i N g rho, so multiplying by the number density N (cm^-3) gives the clerq interaction_strengths entry, in MHz/cm, for a density profile of amplitude 1 (the default). A weak resonant field is then absorbed at N * factor * 3 lambda^2 / (2 pi) per cm in intensity.
Parameters
| Name | Type | Description | Default |
|---|---|---|---|
| decay_rate | float | Natural linewidth Gamma / 2 pi, in MHz. |
required |
| wavelength | float | Transition wavelength, in nm. | required |
| factor | float | Dipole moment squared relative to the cycling transition. | 1.0 |
Returns
| Name | Type | Description |
|---|---|---|
| float | g / 2 pi in MHz cm^2. |