Conservation laws and laser cooling of atoms

Abstract

The straightforward application of energy and linear momentum conservation to the absorption/emission of photons by atoms allows to establish the essential features of laser cooling of two levels atoms at low laser intensities. The lowest attainable average kinetic energy of the atoms depends on the ratio $\Gamma /E_R$ between the natural linewidth and the recoil energy and tends to $E_R$ as $\Gamma$ tends to zero. This treatment, as the quantum mechanical ones, is valid for any value of the ratio $\Gamma /E_R$ and contains the semiclassical theory of laser cooling as the limiting case in which $E_R\ll \Gamma$.

The dimensionless parameter $B_D$ have been redefinied as $\Gamma /\Delta E_M$ (instead of $\Gamma /2\Delta E_M$) in order to avoid a factor of two when compared with a similar parameter used in literature. Consequently, some equations have been rewritten and some figures modified accordingly. Of Course, the physics does not change. Some minor changes aimed at improving the clarity of the text

References in corpus (2)

• Experiment and theory: the case of the Doppler effect for photons
• On the Doppler effect for photons in rotating systems