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Study on Dynamic Behavior of Ring-Cavity Quantum-Cascade Lasers with Group Velocity Dispersion.

机译:群速度色散的环形腔量子级联激光器的动态行为研究。

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摘要

Quantum cascade lasers (QCLs) have been the common mid-infrared sources because of their high output power and agile wavelength range owing to the intersubband transitions. Previous research on QCLs shows that the instability and dynamic behaviors are more complicated than conventional semiconductor lasers due to interaction among various intracavity effects, such as material nonlinearities, unique gain and dispersions. Group velocity dispersion (GVD) plays an important role in the study of QCLs because of its effects on pulse spectrum in both unsaturation and saturation regime. To investigate the effect of group velocity dispersion in QCLs, both instability analysis and time-domain numerical simulation are presented in this thesis. A model that accounts for GVD effect and a background saturable absorber is developed based on Maxwell-Bloch equations. Stability analysis of a ring cavity QCL is performed through the linearization of dynamic equations. Depending on the results of stability analysis, the numerical simulation for time-domain pulse progression based on the split-step method is demonstrated. It is found that the instabilities of QCL with GVD are highly related to the pumping strengths, and stronger saturable absorber effect tends to make the system more stable. Numerical simulations show that Rabi side modes are enhanced by saturable absorber effect and pumping strength; GVD effect lowers the intensity of stable pulses and shrinks the pulse width. The split-step method successfully combines nonlinear and linear effects in the dynamic equations and finally leads to stable results.
机译:量子级联激光器(QCL)一直是常见的中红外光源,因为它们具有较高的输出功率,并且由于子带间跃迁而使波长范围灵活。先前对QCL的研究表明,由于各种腔内效应(例如材料的非线性,独特的增益和色散)之间的相互作用,不稳定性和动态行为比常规半导体激光器更为复杂。群速度色散(GVD)在QCL的研究中起着重要作用,因为它在不饱和和饱和状态下都对脉冲频谱产生影响。为了研究QCL中群速度色散的影响,本文提出了不稳定性分析和时域数值模拟方法。基于Maxwell-Bloch方程,建立了一个考虑GVD效应和背景可饱和吸收剂的模型。环形腔QCL的稳定性分析是通过动态方程线性化进行的。根据稳定性分析的结果,演示了基于分步法的时域脉冲进行的数值模拟。研究发现,QCL与GVD的不稳定性与泵浦强度有很大关系,而更强的饱和吸收剂效应往往会使系统更稳定。数值模拟表明,饱和吸波效应和泵浦强度增强了拉比边模。 GVD效应降低了稳定脉冲的强度并缩小了脉冲宽度。分步方法成功地将非线性和线性效应结合到了动力学方程中,并最终获得了稳定的结果。

著录项

  • 作者

    Wang, Bo.;

  • 作者单位

    University of Minnesota.;

  • 授予单位 University of Minnesota.;
  • 学科 Electrical engineering.
  • 学位 M.S.E.E.
  • 年度 2015
  • 页码 49 p.
  • 总页数 49
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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