1. Comprehensive Optimization of the Tripolar Concentric Ring Electrode Based on Its Finite Dimensions Model and Confirmed by Finite Element Method Modeling
- Author
-
Javier Garcia-Casado, Yiyao Ye-Lin, Oleksandr Makeyev, and Gema Prats-Boluda
- Subjects
Optimization ,Surface (mathematics) ,Finite element method ,Optimization problem ,Finite Element Analysis ,finite element method ,TP1-1185 ,Noninvasive ,Biochemistry ,Article ,Analytical Chemistry ,TECNOLOGIA ELECTRONICA ,noninvasive ,03.- Garantizar una vida saludable y promover el bienestar para todos y todas en todas las edades ,Computer Simulation ,Sensitivity (control systems) ,Electrical and Electronic Engineering ,Instrumentation ,Image resolution ,Electrodes ,Physics ,Measurement ,estimation ,wearable sensors ,Chemical technology ,Mathematical analysis ,Modeling ,modeling ,Radius ,electrophysiology ,Atomic and Molecular Physics, and Optics ,Electrophysiology ,Concentric ring electrodes ,Electrode ,Wearable sensors ,measurement ,concentric ring electrodes ,Laplacian ,Estimation ,Laplace operator ,optimization - Abstract
[EN] The optimization performed in this study is based on the finite dimensions model of the concentric ring electrode as opposed to the negligible dimensions model used in the past. This makes the optimization problem comprehensive, as all of the electrode parameters including, for the first time, the radius of the central disc and individual widths of concentric rings, are optimized simultaneously. The optimization criterion used is maximizing the accuracy of the surface Laplacian estimation, as the ability to estimate the Laplacian at each electrode constitutes primary biomedical significance of concentric ring electrodes. For tripolar concentric ring electrodes, the optimal configuration was compared to previously proposed linearly increasing inter-ring distances and constant inter-ring distances configurations of the same size and based on the same finite dimensions model. The obtained analytic results suggest that previously proposed configurations correspond to almost two-fold and more than three-fold increases in the Laplacian estimation error compared with the optimal configuration proposed in this study, respectively. These analytic results are confirmed using finite element method modeling, which was adapted to the finite dimensions model of the concentric ring electrode for the first time. Moreover, the finite element method modeling results suggest that optimal electrode configuration may also offer improved sensitivity and spatial resolution., This research was funded by the National Science Foundation (NSF) Division of Human Resource Development (HRD) Tribal Colleges and Universities Program (TCUP), grant number 1914787
- Published
- 2021