Shumaly Sajjad, Darvish Fahimeh, Li Xiaomei, Kukharenko Oleksandra, Steffen Werner, Guo Yanhui, Butt Hans-Jürgen, Berger Rüdiger
Max Planck Institute for Polymer Research (MPI-P), Ackermannweg 10, 55128, Mainz, Germany.
Department of Computer Science, University of Illinois Springfield, Springfield, IL, USA.
Sci Rep. 2024 May 27;14(1):12033. doi: 10.1038/s41598-024-62194-w.
High speed side-view videos of sliding drops enable researchers to investigate drop dynamics and surface properties. However, understanding the physics of sliding requires knowledge of the drop width. A front-view perspective of the drop is necessary. In particular, the drop's width is a crucial parameter owing to its association with the friction force. Incorporating extra cameras or mirrors to monitor changes in the width of drops from a front-view perspective is cumbersome and limits the viewing area. This limitation impedes a comprehensive analysis of sliding drops, especially when they interact with surface defects. Our study explores the use of various regression and multivariate sequence analysis (MSA) models to estimate the drop width at a solid surface solely from side-view videos. This approach eliminates the need to incorporate additional equipment into the experimental setup. In addition, it ensures an unlimited viewing area of sliding drops. The Long Short Term Memory (LSTM) model with a 20 sliding window size has the best performance with the lowest root mean square error (RMSE) of 67 µm. Within the spectrum of drop widths in our dataset, ranging from 1.6 to 4.4 mm, this RMSE indicates that we can predict the width of sliding drops with an error of 2.4%. Furthermore, the applied LSTM model provides a drop width across the whole sliding length of 5 cm, previously unattainable.
高速侧视液滴滑动视频使研究人员能够研究液滴动力学和表面特性。然而,要理解滑动的物理过程需要了解液滴宽度。需要从正视图角度观察液滴。特别是,由于液滴宽度与摩擦力相关,它是一个关键参数。通过增加额外的摄像头或镜子从正视图角度监测液滴宽度的变化既麻烦又限制了观察区域。这种限制阻碍了对滑动液滴的全面分析,尤其是当它们与表面缺陷相互作用时。我们的研究探索使用各种回归和多元序列分析(MSA)模型,仅从侧视视频估计固体表面的液滴宽度。这种方法无需在实验装置中加入额外设备。此外,它确保了滑动液滴的观察区域不受限制。窗口大小为20的长短期记忆(LSTM)模型性能最佳,均方根误差(RMSE)最低,为67微米。在我们数据集中液滴宽度1.6至4.4毫米的范围内,这个均方根误差表明我们可以以2.4%的误差预测滑动液滴的宽度。此外,应用的LSTM模型能够提供整个5厘米滑动长度上的液滴宽度,这在以前是无法实现的。