A sinusoidal field with phase jumps as a possible classical analogue of light with sub-poissonian statistics of photons

The action of a light field with phase jumps on charges and atoms is considered. It is demonstrated that a phase jump may either impart additional momenta and portions of energy to objects or, on the contrary, lower the probability of the appearance of the next photocount, which gives grounds to believe that an analogy with a quantum sub-Poissonian state of light can be developed.