info:eu-repo/semantics/article
Classical analogues to quantum nonlinear coherent states in photonic lattices
Autor
ARMANDO PEREZ LEIJA
Héctor Manuel Moya Cessa
FRANCISCO SOTO EGUIBAR
Resumen
We show that light evolution occurring in waveguide arrays with a particular n-functional square root dependence of coupling coefficients can be used to produce classical analogues of nonlinear quantum coherent states. Using operator algebras we obtain closed-form expressions describing the optical field dynamics in such structures. In addition, by numerically monitoring the Mandel's parameter, we obtain the conditions necessary to generate sub-Poissonian and super-Poissonian classical intensity distributions in the proposed photonic lattices.
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