Generalized Steady-State Ab Initio Laser Theory and Applications

广义稳态从头算激光理论与应用

• 批准号: 1307632
• 负责人: Alfred Stone
• 金额: $ 31.5万
• 依托单位: Yale University
• 依托单位国家: 美国
• 项目类别: Continuing Grant
• 财政年份: 2013
• 资助国家: 美国
• 起止时间: 2013-10-01 至 2017-12-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=1307632&HistoricalAwards=false
• 关键词: Generalized; Steady; State; Ab; Initio

TECHNICAL SUMMARYThis award supports theoretical research and education to advance the theoretical description and design of novel laser systems with complex media and multiple scattering playing a central role. Many novel modern laser systems involve complex resonator geometries such micro-cavities, photonic crystals and even random lasers based on disordered scattering media with gain. These lasers have a wide range of potential applications and are challenging to simulate and understand using conventional methods. The PI has developed a method, known as steady-state ab initio laser theory, that provides a tractable way to simulate and design as well as new physical insights into their behavior. The method agrees with full time-dependent numerical solutions of the laser equations with much less computational effort.The PI will generalize his steady-state ab initio laser theory with an aim to develop a unified framework for describing many different laser systems. The PI will extend the theory to describe multi-transition lasers and semiconductor gain media, including the effects of gain diffusion, and injection-locking of lasers. New types of lasing modes are found when certain lasers are non-uniformly pumped in space; this behavior is related to the appearance of exceptional points in the relevant wave equations, where two solutions merge. These phenomena will be extensively studied to elucidate their implications. A first principles theory of quantum effects in lasers will be obtained by combining the steady-state ab initio laser theory, which provides the classical scattering matrix of the laser, with input-output theory, which describes the scattered quantum operators. Quantum fluctuations determine the laser linewidth and photon statistics, which can be predicted with no free or phenomenological parameters with the PI's approach. The PI intends the extended theory to become a computational tool for the design of applied laser systems for technological purposes such as communications, quantum information processing, spectrometry, projectors, optical coherence tomography and imaging. The extension of the approach to semiconductor gain media will lead to improvements in the modeling of quantum cascade and conventional semiconductor lasers. An open source computational tool for laser design using the approach pioneered by the PI is being developed and will be made available to researchers in academia and industry in the course of this project.NONTECHNICAL SUMMARYThis award supports theoretical research and education focused on improving the capability to understand and design novel laser systems, which are fundamental tools in research across the sciences, and a basic technology underlying the modern economy. Lasers are non-linear systems and also involve complex patterns of wave propagation within and outside the laser, hence the theory of these devices is quite challenging. New materials and materials systems play an important role in shaping potential laser technologies. This award supports the development of theory and related computational algorithms to enhance to enable quantitative solutions to the equations describing novel laser systems under current development, hence allowing better and more efficient designs for these systems. Important potential applications for the research are in the areas of communications, quantum information processing, spectrometry, biological sensing, projectors, optical coherence tomography and imaging. A spin-off from the theory is the concept of the "anti-laser," a novel device for selectively absorbing light with only very specific properties. An open source computational tool for laser design using the approach pioneered by the PI is being developed and will be made available to researchers in academia and industry in the course of this project.

该奖项支持理论研究和教育，以推进复杂介质和多重散射发挥核心作用的新型激光系统的理论描述和设计。许多新型的现代激光系统涉及复杂的谐振腔几何结构，如微腔、光子晶体，甚至是基于增益无序散射介质的随机激光器。这些激光器具有广泛的潜在应用，并且使用传统方法模拟和理解具有挑战性。PI已经开发了一种方法，称为稳态从头算激光理论，它提供了一种易于处理的方法来模拟和设计，以及对其行为的新的物理见解。该方法与激光方程的全时变数值解一致，计算量大大减少。PI将推广他的稳态从头算激光理论，目的是建立一个统一的框架来描述许多不同的激光系统。PI将扩展理论来描述多跃迁激光器和半导体增益介质，包括增益扩散的影响，以及激光器的注入锁定。当某些激光器在空间中被非均匀泵浦时，发现了新的激光模式；这种行为与相关波动方程中两个解合并的异常点的出现有关。这些现象将被广泛研究以阐明其含义。将提供激光经典散射矩阵的稳态从头算激光理论与描述散射量子算子的输入输出理论相结合，得到激光量子效应的第一性原理理论。量子涨落决定了激光线宽和光子统计量，这可以用PI的方法在没有自由参数或现象参数的情况下进行预测。PI打算将扩展理论作为一种计算工具，用于设计用于通信、量子信息处理、光谱分析、投影仪、光学相干断层扫描和成像等技术目的的应用激光系统。将该方法扩展到半导体增益介质将导致量子级联和传统半导体激光器建模的改进。目前正在开发一种开源的激光设计计算工具，该工具使用PI首创的方法，并将在该项目的过程中提供给学术界和工业界的研究人员。该奖项支持理论研究和教育，重点是提高理解和设计新型激光系统的能力，这是跨科学研究的基本工具，也是现代经济的基础技术。激光是非线性系统，并且还涉及激光内外复杂的波传播模式，因此这些装置的理论是相当具有挑战性的。新材料和新材料体系在塑造潜在的激光技术方面发挥着重要作用。该奖项支持理论和相关计算算法的发展，以增强当前发展中描述新型激光系统的方程的定量解决方案，从而允许这些系统更好，更有效的设计。该研究的重要潜在应用领域包括通信、量子信息处理、光谱分析、生物传感、投影仪、光学相干层析成像和成像。从这个理论衍生出来的一个概念是“反激光”，这是一种新的装置，可以选择性地吸收只有非常特定性质的光。目前正在开发一种开源的激光设计计算工具，该工具使用PI首创的方法，并将在该项目的过程中提供给学术界和工业界的研究人员。