表面等离子体共振角度询问机器学习模型的性能分析

Siratchakrit Shinnakerdchoke, Kitsada Thadson, Suejit Pechprasarn, T. Treebupachatsakul
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引用次数: 0

摘要

表面等离子体共振(SPR)为几种以无标签和实时监测而闻名的尖端传感技术铺平了道路。角扫描技术是SPR最常见的应用之一,它是通过用单波长激光束的多个入射角照射SPR传感器来实现的。对于折射率传感,光学反射率被吸收在一个特定的角度,称为等离子体角,可以观察到一个暗带时,使用相机捕获。基于检测到的图像,已经提出了各种方法来定位等离子体的位置。本文分析了基于折射率传感的反射光谱识别等离子体角度的机器学习性能。利用菲涅耳方程和带有散粒噪声的传递矩阵法生成了反射曲线。经过训练和验证,有理二次高斯过程回归模型为预测等离子体角度位置提供了最准确的模型。该模型可以准确地预测所有研究折射率的等离子体角,均方根误差为3.83 \乘以10^{\mathbf{-4}}$ RIU。此外,对噪声性能的分析表明,低光子数量会显著降低模型的准确性和精度。理论性能在光子能级为8.14 pJ时可以实现。
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Performance Analysis of Machine Learning Models for Angular Interrogation of Surface Plasmon Resonance
Surface plasmon resonance (SPR) paves the way for several cutting-edge sensing technologies well-known for being label-free and real-time monitoring. The angular scanning technique, one of the most common SPR applications, was performed by illuminating the SPR-based sensor with multiple incident angles of a single-wavelength laser beam. For refractive index sensing, the optical reflectance is absorbed in a specific angle, known as a plasmonic angle, which can be observed as a dark band when captured using a camera. Various methods have been proposed to locate the plasmonic position based on the detected image. This manuscript presented an analysis of the performance of machine learning on the identification of plasmonic angles based on the reflectance spectra for refractive index sensing. The reflectance curves are generated using Fresnel equations and the transfer matrix method with shot noise. After training and validating, the rational quadratic gaussian process regression model provides the most accurate model for predicting the plasmonic angle positions. The model can predict the plasmonic angles accurately for all studied refractive indices with a root mean square error of $3.83 \times 10^{\mathbf{-4}}$ RIU. Furthermore, the analysis of noise performance illustrated that a low number of photons could significantly degrade the model’s accuracy and precision. The theoretical performance can be achieved at the photon energy level of 8.14 pJ.
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