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超晶格量子阱作为光学双稳态器件的相平面特征及其稳定性
引用本文:张梅,邵明珠,罗诗裕.超晶格量子阱作为光学双稳态器件的相平面特征及其稳定性[J].发光学报,2007,28(5):679-682.
作者姓名:张梅  邵明珠  罗诗裕
作者单位:东莞理工学院, 广东, 东莞, 523106
摘    要:辐射强度与量子阱沟道的接受度有关,而接受度的大小则直接取决于量子阱宽度、深度以及电子束流的品质等因素.电子束可以用离子注入机或加速器提供,也可以用电压偏置的方法来获得.利用加速器理论中的相平面分析方法,分析了这种双稳态系统的相平面特征及其稳定性.引入正弦平方势,在经典力学框架内和电压偏置情况下,把粒子运动方程化为具有固定力矩的摆方程,用Jacobian椭圆函数和第一类椭圆积分解析地给出了无扰动系统的解和振动周期,并用数值方法分析了扰动情况下的相平面特征和系统的稳定性.为超晶格量子阱光学双稳态器件的设计提供了基本的理论分析.

关 键 词:量子阱  正弦平方势  超晶格  摆方程
文章编号:1000-7032(2007)05-0679-04
收稿时间:2006-07-02
修稿时间:2006-07-02

The Phase Planar Characteristics and Stabilities of Optical Bistable Cell by Superlattice Quatum Well
ZHANG Mei,SHAO Ming-zhu,LUO Shi-yu.The Phase Planar Characteristics and Stabilities of Optical Bistable Cell by Superlattice Quatum Well[J].Chinese Journal of Luminescence,2007,28(5):679-682.
Authors:ZHANG Mei  SHAO Ming-zhu  LUO Shi-yu
Institution:Dongguan University of Technology, Dongguan 523106, China
Abstract:It is taked notice that the radiation intensity related to acceptance of quantum well,and the accep- tance relates to width,deep of quantum well and beam quantity ate.The electron beam may be provided by the ion implantaion or accelerator,also may be obtained by applied biased battery on a superlattice quantum well. In the paper the characteristics of the phase plane and stabilities of the system are analysed by using phase planar analytic method in the accelerator theory.If applied biased battery on both side of the superlattice qua- turn well,the particle motion equation may be redueed to the pendulum equation with a constant moment by using the sine-squared potential in the classical mechanics frame.The approximation solution and the motion period are found by Jaeobian ellipse function and the ellipse integral of the first kind.The phase planar characteristics and the stabilities of the system are analysed by a numerical method.The theoretical analyse is provided for the design of a optical bistable cell by a superlattice quantum well.
Keywords:quatum well  sine-squared potential  superlattice  pendulum equation
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