Abstract

Recently, a new class of optical bistability, involving transverse self-phase modulation effect with a single reflection feedback, has been demonstrated. We present here a detailed theoretical calculation of the effect of saturation and nonlocality on the switching behavior and power. The technique employed is similar to that given in a recent paper but generalized to the case where the nonlinear refractive-index change contains a saturation parameter. It is found that both the switching powers and the hysteresis loops are considerably changed. Multiple close-by switching loops occur. Because of the extreme sensitivity of the transverse bistability switching on the width of the transverse nonlinear phase shift, we have also investigated the effect due to nonlocal response of the thin film subjected to a Gaussian laser beam. Specific detailed calculations were performed for nonlinear thin film where such nonlocal behaviors are expected (e.g., liquid crystal reorientation and diffusive processes in semiconductors). The most prominent result is that a more accurate prediction of the switching intensity is obtained if the nonlocal effects are included.

© 1985 Optical Society of America