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Quantitative model for the change of optical resonance in neural activity detection systems based on surface plasmon resonance

机译:基于表面等离振子共振的神经活动检测系统中光学共振变化的定量模型

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摘要

The mechanism of neural activity detection using the surface plasmon resonance (SPR) phenomenon was theoretically explored in this paper. Investigating the mechanism of SPR neural recordings has been difficult due to the complex relationship between different physiological and physical processes such as excitation of a nerve fiber and coherent charge fluctuations on the metal surface. This paper examines how these different processes may be connected by introducing a set of compartmental theoretical models that deal with the molecular scale phenomena; PoissonBoltzmann (PB) equation, which was used to describe the ion concentration change under the time varying electrostatic potential, DrudeLorentz electron model, which was used to describe electron dynamics under the time varying external forces, and a Fresnels three-layered model, which expresses the reflectivity of the SPR system in terms of the dielectric constants. Each physical theoretical model was numerically analyzed using the finite element method (FEM) formulated for the PB equation and the Greens method formulated for the DrudeLorentz electron equation. The model predicts that the ionic thermal force originating from the opening of the K ion channel is fundamental for modifying the dipole moment of the golds free electron; thus, the reflectivity is changed in the SPR system. The discussion was done also on important attributes of the SPR signal such as biphasic fluctuation and the electrical noise-free characteristics.
机译:本文从理论上探讨了利用表面等离子体共振(SPR)现象检测神经活动的机制。由于不同生理和物理过程(例如神经纤维的激发和金属表面上相干电荷的波动)之间存在复杂的关系,因此研究SPR神经记录的机理非常困难。本文通过介绍一组处理分子尺度现象的区室理论模型,研究了这些不同过程之间的联系。用来描述随时间变化的静电势的离子浓度变化的泊松玻耳兹曼(PB)方程,用来描述随时间变化的外力作用的电子动力学的DrudeLorentz电子模型和用于表达时的菲涅耳三层模型以介电常数表示的SPR系统的反射率。使用针对PB方程制定的有限元方法(FEM)和针对DrudeLorentz电子方程制定的Greens方法,对每个物理理论模型进行了数值分析。该模型预测,源自K离子通道打开的离子热力对于改变金自由电子的偶极矩至关重要。因此,在SPR系统中反射率发生了变化。还讨论了SPR信号的重要属性,例如双相波动和无电噪声特性。

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