用层状地形理论来理解滑动摩擦电纳米发电机的摩擦起电作用

IF 2 3区 材料科学 Q2 ENGINEERING, MECHANICAL
Haoran Li, Tianyu Han, Huihui Hu, Xi Shi, Zhilong Peng, Songtao Hu
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引用次数: 0

摘要

研究人员习惯于从单一地层地形的角度研究表面地形对滑动摩擦电纳米发电机摩擦起电的影响;然而,一个分层的特征在更亲密的关系中共享现实。在这里,我们描述了滑动teng的地形分层特征,并将其与电气化电压联系起来,发现摩擦电气化强烈依赖于分层地形中小尺度组件的特征,这表明我们需要建立分层电气化模型来揭示机理。基于这种依赖关系,我们还成功地通过支持向量机和卷积神经网络等机器学习方法识别了摩擦电气化信号的分层地形特征,这可以作为地形测量的工具。这是第一次展示了滑动teng的分层地形理论,为摩擦电气化的机制揭示和功能应用提供了新的见解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stratified topography theory to understand frictional electrification for sliding triboelectric nanogenerators
Researchers are used to investigating the influence of surface topography on the frictional electrification of sliding triboelectric nanogenerators TENGs from the perspective of a single-stratum topography; however, a stratified feature has shared reality in closer relationships. Here, we characterize the stratified feature of the topographies for the sliding TENGs, and link them to the electrification voltages, finding that the frictional electrification strongly depends on the characteristics of the small-scale component in a stratified topography, which suggest us to develop a stratified electrification model for mechanism reveal. Based on the dependence, we also succeed in identifying the stratified topographic characteristics with frictional electrification signals by machine learning including support vector machine and convolutional neural network, which can be envisioned as a tool for topography measurement. This is the first demonstration of a stratified topography theory for sliding TENGs, providing new insights into the mechanism reveal and functional application of frictional electrification.
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来源期刊
Surface Topography: Metrology and Properties
Surface Topography: Metrology and Properties Materials Science-Materials Chemistry
CiteScore
4.10
自引率
22.20%
发文量
183
期刊介绍: An international forum for academics, industrialists and engineers to publish the latest research in surface topography measurement and characterisation, instrumentation development and the properties of surfaces.
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