PERIODIC AND CHAOTIC BEHAVIORS IN OPTICAL BISTABILITY
-
Abstract
The periodic and chaotic behaviors for both long and short delay time are demonstrated successfully using a hybrid OBD. The degree of stability S is introduced into the dynamic equations of optical bistability with a delayed feedback. The instability threshold is S=2 for long delay time and S=l+π/2Q for short delay time.
Article Text
-
-
-
About This Article
Cite this article:
CHEN Li-xue, LI chun-fei, HONG Jing. PERIODIC AND CHAOTIC BEHAVIORS IN OPTICAL BISTABILITY[J]. Chin. Phys. Lett., 1984, 1(2): 85-88.
CHEN Li-xue, LI chun-fei, HONG Jing. PERIODIC AND CHAOTIC BEHAVIORS IN OPTICAL BISTABILITY[J]. Chin. Phys. Lett., 1984, 1(2): 85-88.
|
CHEN Li-xue, LI chun-fei, HONG Jing. PERIODIC AND CHAOTIC BEHAVIORS IN OPTICAL BISTABILITY[J]. Chin. Phys. Lett., 1984, 1(2): 85-88.
CHEN Li-xue, LI chun-fei, HONG Jing. PERIODIC AND CHAOTIC BEHAVIORS IN OPTICAL BISTABILITY[J]. Chin. Phys. Lett., 1984, 1(2): 85-88.
|