数据驱动的染料设计:化学空间生成和偶极矩预测

IF 3.9 3区 材料科学 Q2 MATERIALS SCIENCE, MULTIDISCIPLINARY Materials Science and Engineering B-advanced Functional Solid-state Materials Pub Date : 2024-11-04 DOI:10.1016/j.mseb.2024.117792
Mudassir Hussain Tahir , Tagir Kadyrov , Ihab Mohamed Moussa
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引用次数: 0

摘要

本研究介绍了机器学习辅助设计光伏应用染料的方法。研究人员训练了多个机器学习模型来预测偶极矩。随机森林模型以较低的均方根误差值(1.01 Debye)和较高的 r 平方值(0.87)成为最佳模型。使用自动方法设计新染料,并使用最佳机器学习模型预测其偶极矩。利用聚类图、剪影图和 t 分布随机邻域嵌入图(t-SNE 图)对生成的染料化学空间进行可视化分析。选择了 30 种偶极矩值最高(6.31-7.12 Debye)的染料。利用聚类分析和热图对所选染料进行化学相似性分析。此外,还对新设计染料的合成可及性得分进行了调查。这种方法有助于快速选择可能用于光伏设备的染料。
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Data-driven designing of dyes: Chemical space generation and dipole moment prediction
The current study presents machine learning-assisted designing of dyes for photovoltaics applications. Multiple machine learning models are trained to predict the dipole moment. Random forest model has appeared as best model with lower root mean square error value (1.01 Debye) and higher r-squared value (0.87). New dyes are designed using automatic method and their dipole moment is predicted using best machine learning model. The generated chemical space of dyes is visualized and analyzed using cluster plot, silhouette plot and t-distributed Stochastic Neighbor Embedding (t-SNE plot). 30 dyes with highest dipole moment values (6.31–7.12 Debye) are chosen. Chemical similarity analyses are performed on the selected dyes using cluster analysis and heatmap. Furthermore, an investigation into the synthetic accessibility score of the newly designed dyes is conducted. This method facilitates the swift selection of dyes for potential use in photovoltaic devices.
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来源期刊
CiteScore
5.60
自引率
2.80%
发文量
481
审稿时长
3.5 months
期刊介绍: The journal provides an international medium for the publication of theoretical and experimental studies and reviews related to the electronic, electrochemical, ionic, magnetic, optical, and biosensing properties of solid state materials in bulk, thin film and particulate forms. Papers dealing with synthesis, processing, characterization, structure, physical properties and computational aspects of nano-crystalline, crystalline, amorphous and glassy forms of ceramics, semiconductors, layered insertion compounds, low-dimensional compounds and systems, fast-ion conductors, polymers and dielectrics are viewed as suitable for publication. Articles focused on nano-structured aspects of these advanced solid-state materials will also be considered suitable.
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