Department of Mechanical Engineering and Automation, Northeastern University, Heping District, Shenyang, Liaoning 110819, P. R. China.
Int J Neural Syst. 2021 Mar;31(3):2050069. doi: 10.1142/S0129065720500690. Epub 2020 Dec 23.
The aim of this study is to quantify acrophobia and provide safety advices for high-altitude workers. Considering that acrophobia is a fuzzy quantity that cannot be accurately evaluated by conventional detection methods, we propose a comprehensive solution to quantify acrophobia. Specifically, this study simulates a virtual reality environment called High-altitude Plank Walking Challenge, which provides a safe and controlled experimental environment for subjects. Besides, a method named Granger Causality Convolutional Neural Network (GCCNN) combining convolutional neural network and Granger causality functional brain network is proposed to analyze the subjects' noninvasive scalp EEG signals. Here, the GCCNN method is used to distinguish the subjects with severe acrophobia, moderate acrophobia, and no acrophobia in a three-class classification task or no acrophobia and acrophobia in a two-class classification task. Compared with the mainstream methods, the GCCNN method achieves better classification performance, with an accuracy of 98.74% for the two-class classification task (no acrophobia versus acrophobia) and of 98.47% for the three-class classification task (no acrophobia versus moderate acrophobia versus severe acrophobia). Consequently, our proposed GCCNN method can provide more accurate quantitative results than the comparative methods, making it to be more competitive in further practical applications.
本研究旨在量化恐高症,并为高空作业人员提供安全建议。鉴于恐高症是一种模糊的数量,无法通过传统的检测方法准确评估,我们提出了一种全面的量化恐高症的解决方案。具体来说,本研究模拟了一个名为高空走板挑战的虚拟现实环境,为受试者提供了安全可控的实验环境。此外,还提出了一种结合卷积神经网络和格兰杰因果功能脑网络的 Granger 因果卷积神经网络(GCCNN)方法,用于分析受试者的非侵入性头皮 EEG 信号。在这里,GCCNN 方法用于在三类分类任务(严重恐高症、中度恐高症和无恐高症)或二类分类任务(无恐高症和恐高症)中区分有严重恐高症、中度恐高症和无恐高症的受试者。与主流方法相比,GCCNN 方法具有更好的分类性能,在二类分类任务(无恐高症与恐高症)中的准确率为 98.74%,在三类分类任务(无恐高症、中度恐高症和严重恐高症)中的准确率为 98.47%。因此,我们提出的 GCCNN 方法可以提供比比较方法更准确的定量结果,使其在进一步的实际应用中更具竞争力。