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Electrically and Optically Bistable Operation in an Integration of a 1310 nm DFB Laser and a Tunneling Diode
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作者 ya-jie li Jia-Qi Wang +7 位作者 Lu Guo Guang-Can Chen Zhao-Song li Hong-Yan Yu Xu-liang Zhou Huo-Lei Wang Wei-Xi Chen Jiao-Qing Pan 《Chinese Physics Letters》 SCIE CAS CSCD 2018年第4期38-41,共4页
We experimentally demonstrate an In P-based hybrid integration of a single-mode DFB laser emitting at around 1310 nm and a tunneling diode. The evident negative differential resistance regions are obtained in both ele... We experimentally demonstrate an In P-based hybrid integration of a single-mode DFB laser emitting at around 1310 nm and a tunneling diode. The evident negative differential resistance regions are obtained in both electrical and optical output characteristics. The electrical and optical bistabilities controlled by the voltage through the tunneling diode are also measured. When the voltage changes between 1.46 V and 1.66 V, a 200-mV-wide hysteresis loop and an optical power ON/OFF ratio of 17 dB are obtained. A side-mode suppression ratio of the integrated device in the ON state is up to 43 dB. The tunneling diode can switch on/off the laser within a very small voltage range compared with that directly controlled by a voltage source. 展开更多
关键词 DFB In Electrically and Optically Bistable Operation in an Integration of a 1310 nm DFB Laser and a Tunneling Diode
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Dynamical Analysis of Nonautonomous Trophic Cascade Chemostat Model with Regime Switching and Nonlinear Perturbations in a Polluted Environment
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作者 ya-jie li Hao-kun QI +1 位作者 Zheng-bo CHANG Xin-zhu MENG 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2023年第3期550-570,共21页
This paper investigates the stochastic dynamics of trophic cascade chemostat model perturbed by regime switching, Gaussian white noise and impulsive toxicant input. For the system with only white noise interference, s... This paper investigates the stochastic dynamics of trophic cascade chemostat model perturbed by regime switching, Gaussian white noise and impulsive toxicant input. For the system with only white noise interference, sufficient conditions for stochastically ultimate boundedness and stochastically permanence are obtained, and we demonstrate that the stochastic system has at least one nontrivial positive periodic solution. For the system with Markov regime switching, sufficient conditions for extinction of the microorganisms are established. Then we prove the system is ergodic and has a stationary distribution. The results show that both impulsive toxins input and stochastic noise have great effects on the survival and extinction of the microorganisms. Finally, a series of numerical simulations are presented to illustrate the theoretical analysis. 展开更多
关键词 stochastic trophic cascade chemostat model Markov chain extinction and stochastic permanence periodic solution ERGODICITY
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