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Quantitative analysis of nanoparticle growth through plasmonics

机译:通过等离激元法定量分析纳米颗粒的生长

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Plasmon excitation appears to be a powerful and flexible tool for probing insitu and in real time the growth of supported conducting metal nanoparticles. However, although models exist for analysing optical profiles, limitations arise in the realistic modelling of particle shape from the lack of knowledge of temperature effects and of broadening sources. This paper reports on the growth of silver on alumina at 190-675K monitored by surface differential reflectivity spectroscopy in the UV-visible range. In the framework of plasmonic response analysis, particles are modelled by truncated spheres. Their polarizabilities are computed within the quasi-static approximation and used as an input to the interface susceptibilities model in order to determine the Fresnel reflection coefficient. The pivotal importance of the thermal variation of the metal dielectric constant is demonstrated. Finite-size effects are accounted for. As size distribution fluctuations contribute marginally to the lineshape compared to the aspect ratio (diameter/height) distribution, a convolution method for representing the experimental broadening is introduced. Effects of disorder on the lineshape are discussed. It is highlighted that beside the quality of the fit (not a proof by itself!), physical meaning of the parameters related to the sticking probability, growth and wetting is crucially required for validating models. The proposed modelling opens interesting perspectives for the quantitative study of growth via plasmonics, in particular in the case of noble metals.
机译:等离子体激发似乎是一种功能强大且灵活的工具,用于就地和实时探测负载型导电金属纳米粒子的生长。然而,尽管存在用于分析光学轮廓的模型,但是由于缺乏对温度效应和拓宽来源的了解,在颗粒形状的现实建模中仍存在局限性。本文报道了通过紫外可见范围内的表面差反射光谱法监测的190-675K氧化铝上银的生长。在等离激元响应分析的框架中,粒子是通过截断球体建模的。在准静态近似值内计算其极化率,并用作界面磁化率模型的输入,以确定菲涅耳反射系数。证明了金属介电常数的热变化的关键重要性。考虑了有限大小的影响。由于与宽高比(直径/高度)分布相比,尺寸分布波动对线形的贡献很小,因此引入了一种表示实验展宽的卷积方法。讨论了无序对线形的影响。需要强调的是,除了拟合的质量(本身不是证明!)之外,与模型的粘附概率,增长和润湿有关的参数的物理意义对于验证模型至关重要。所提出的模型为通过等离激元生长的定量研究(特别是在贵金属的情况下)打开了有趣的前景。

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