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通过时间分辨 X 射线散射直接测量半导体中的多光子诱导非线性晶格动力学。

Direct measurements of multi-photon induced nonlinear lattice dynamics in semiconductors via time-resolved x-ray scattering.

机构信息

Department of Physics, DePaul University, Chicago, Illinois 60614, USA.

Lawrence Livermore National Laboratory, Livermore, California 94550-9234, USA.

出版信息

Sci Rep. 2016 Dec 22;6:39506. doi: 10.1038/srep39506.

Abstract

Nonlinear optical phenomena in semiconductors present several fundamental problems in modern optics that are of great importance for the development of optoelectronic devices. In particular, the details of photo-induced lattice dynamics at early time-scales prior to carrier recombination remain poorly understood. We demonstrate the first integrated measurements of both optical and structural, material-dependent quantities while also inferring the bulk impulsive strain profile by using high spatial-resolution time-resolved x-ray scattering (TRXS) on bulk crystalline gallium arsenide. Our findings reveal distinctive laser-fluence dependent crystal lattice responses, which are not described by previous TRXS experiments or models. The initial linear expansion of the crystal upon laser excitation stagnates at a laser fluence corresponding to the saturation of the free carrier density before resuming expansion in a third regime at higher fluences where two-photon absorption becomes dominant. Our interpretations of the lattice dynamics as nonlinear optical effects are confirmed by numerical simulations and by additional measurements in an n-type semiconductor that allows higher-order nonlinear optical processes to be directly observed as modulations of x-ray diffraction lineshapes.

摘要

半导体中的非线性光学现象在现代光学中提出了几个重要的基本问题,这些问题对于光电器件的发展至关重要。特别是,在载流子复合之前的早期时间尺度上,光致晶格动力学的细节仍然了解甚少。我们通过在块状晶体砷化镓上进行高空间分辨率的时间分辨 X 射线散射(TRXS),首次实现了对光和结构、材料相关量的综合测量,同时还推断了体冲击应变分布。我们的发现揭示了独特的激光强度依赖性晶体晶格响应,这是以前的 TRXS 实验或模型无法描述的。在激光激发下,晶体的初始线性膨胀在激光强度达到自由载流子密度饱和时停滞,然后在更高强度下重新开始膨胀,此时双光子吸收变得占主导地位。我们通过数值模拟和在允许直接观察更高阶非线性光学过程的 n 型半导体中的附加测量来确认对晶格动力学的解释是作为非线性光学效应,这些过程表现为 X 射线衍射线形的调制。

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