Graduate School of Advanced Technology and Science, Tokushima University, Japan.
Graduate School of Technology, Industrial and Social Sciences, Tokushima University, Japan.
Comput Math Methods Med. 2020 Oct 21;2020:2971358. doi: 10.1155/2020/2971358. eCollection 2020.
Cutaneous electrogastrography (EGG) is used in clinical and physiological fields to noninvasively measure the electrical activity of the stomach and intestines. Dipole models that mathematically express the electrical field characteristics generated by the stomach and intestines have been developed to investigate the relationship between the electrical control activity (ECA) (slow waves) shown in EGG and the internal gastric electrical activity. However, these models require a mathematical description of the movement of an annular band of dipoles, which limits the shape that can be modeled. In this study, we propose a novel polygonally meshed dipole model to conveniently reproduce ECA based on the movement of the annular band in complex shapes, such as the shape of the stomach and intestines, constructed in three-dimensional (3D) space. We show that the proposed model can reproduce ECA simulation results similar to those obtained using conventional models. Moreover, we show that the proposed model can reproduce the ECA produced by a complex geometrical shape, such as the shape of the intestines. The study results indicate that ECA simulations can be conducted based on structures that more closely resemble real organs than those used in conventional dipole models, with which, because of their intrinsic construction, it would be difficult to include realistic complex shapes, using the mathematical description of the movement of an annular band of dipoles. Our findings provide a powerful new approach for computer simulations based on the electric dipole model.
皮肤胃电图(EGG)用于临床和生理领域,以非侵入性方式测量胃和肠道的电活动。已经开发出了偶极子模型,这些模型以数学方式表达了由胃和肠道产生的电场特性,以研究 EGG 中显示的电控制活动(ECA)(慢波)与内部胃电活动之间的关系。然而,这些模型需要对环形偶极子带的运动进行数学描述,这限制了可以建模的形状。在这项研究中,我们提出了一种新颖的多边形网格偶极子模型,以便根据在三维(3D)空间中构建的复杂形状(如胃和肠道的形状)中环形带的运动,方便地再现 ECA。我们表明,所提出的模型可以再现类似于使用传统模型获得的 ECA 模拟结果。此外,我们表明,该模型可以再现复杂几何形状(如肠道)产生的 ECA。研究结果表明,可以根据与传统偶极子模型相比更接近真实器官的结构进行 ECA 模拟,由于其固有结构,使用环形偶极子带的运动的数学描述,很难包括现实的复杂形状。我们的研究结果为基于电偶极子模型的计算机模拟提供了一种强大的新方法。