基于群体智能的Otto芯片表面等离子体共振曲线回归分析

Adonias Luna Pereira da Silva, M. Neto, S. C. Oliveira, G. O. Cavalcanti, E. Fontana
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引用次数: 1

摘要

在表面等离子体共振(SPR)传感器的收缩中,使用Otto结构作为Kretschmann结构的替代方案是一个不发达的研究领域。最近,一种基于Otto的设备,被命名为Otto芯片,被制造出来。回归分析程序可以通过调整模型反射率曲线的参数来帮助芯片表征。然而,在任何经典回归过程中,初始猜测必须足够接近最终解,以避免收敛到局部最小值。经典回归过程的另一种替代方法是使用受群体启发的计算技术。作为计算机科学的这一领域,群智能已经被工程师成功地应用于各种优化问题。粒子群优化算法(PSO)以其计算成本低、实现简单、求解全局最优解效率高而著称。本文介绍了粒子群算法在实验SPR曲线回归分析中的应用。结果表明,与传统的回归分析方法相比,PSO方法具有更好的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A swarm intelligence approach for regression analysis of surface plasmon resonance curves in Otto chips
The use of the Otto configuration, as an alternative to Kretschmann’s, in the constriction of Surface Plasmon Resonance (SPR) sensors is an underdeveloped research area. Recently, a version of an Otto based device, baptized as Otto chip, was manufactured. Regression analysis procedures can be used to help the chip characterization by adjusting parameters of the model reflectance curve. However, as in any classical regression procedure, the initial guess must be close enough to the final solution to avoid convergence to a local minimum. An alternative approach to the classical regression procedure is the use of computational techniques inspired on swarms. Swarm intelligence, as this area of computer science is known, has successfully been used by engineers in various optimization problems. One prominent algorithm is the Particle Swarm optimization (PSO) that stands out for its low computational cost, simplicity of implementation and high efficiency on finding global optimum solutions. This paper describes the use of PSO in regression analysis of experimental SPR curves. It was shown that the PSO technique yields better results when compared with classical regression analysis methods.
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