Zong-Rong Ye, Yu-Huan Huang, Berlin Chen, Ming-Kang Tsai
{"title":"Modeling Solvatochromic Effect by a Two-Step Machine Learning Approach for Organic Chromophores","authors":"Zong-Rong Ye, Yu-Huan Huang, Berlin Chen, Ming-Kang Tsai","doi":"10.1021/acsengineeringau.5c00087","DOIUrl":null,"url":null,"abstract":"<p>Solvatochromism,\r\nalso known as the environment-induced\r\nmodulation\r\nof photophysical properties, plays a critical role in the design of\r\nfluorescent probes, sensing systems, and optical materials. Traditional\r\nmachine learning models often struggle to disentangle solute-intrinsic\r\neffects from solvent-induced shifts, limiting both interpretability\r\nand predictive robustness. To address this challenge, we propose a\r\ntwo-step regression framework that models fluorescence-related properties\r\nby first estimating a solute-only baseline, followed by a correction\r\nstep capturing solvent contributions. Utilizing Morgan fingerprints\r\nfor molecular representation and random forest regression for learning,\r\nthe model was benchmarked on five comprehensive data sets encompassing\r\nwavelength of maximum adsorption and wavelength of maximum emission.\r\nAcross all data sets, the two-step approach consistently outperforms\r\nconventional one-pot models in both accuracy and mean absolute error.\r\nFor instance, the <em>Q</em><sup>2</sup> and MAE of the testing\r\nset for predicting λ<sub>emi</sub> of the Deep4Chem data set\r\nare 0.844 and 27.8 nm, respectively, using a two-step approach, outperforming\r\nthe corresponding results at 0.767 and 33.1 nm, respectively, using\r\na one-pot model. Permutation importance analysis reveals a chemically\r\nintuitive rebalancing of feature influence: solute descriptors dominate\r\nprediction, while solvent effects are modeled as secondary perturbations.\r\nThis modular design not only enhances predictive power but also aligns\r\nmore closely with physical insights. The framework offers an alternative\r\ndirection for chemically interpretable, data-driven modeling of the\r\nsolvatochromic behavior in molecular systems.</p>","PeriodicalId":29804,"journal":{"name":"ACS Engineering Au","volume":"6 1","pages":"159–169"},"PeriodicalIF":9.0000,"publicationDate":"2026-02-18","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"ACS Engineering Au","FirstCategoryId":"1085","ListUrlMain":"https://pubs.acs.org/doi/10.1021/acsengineeringau.5c00087","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"2025/12/10 0:00:00","PubModel":"Epub","JCR":"Q2","JCRName":"ENGINEERING, CHEMICAL","Score":null,"Total":0}
引用次数: 0
Abstract
Solvatochromism,
also known as the environment-induced
modulation
of photophysical properties, plays a critical role in the design of
fluorescent probes, sensing systems, and optical materials. Traditional
machine learning models often struggle to disentangle solute-intrinsic
effects from solvent-induced shifts, limiting both interpretability
and predictive robustness. To address this challenge, we propose a
two-step regression framework that models fluorescence-related properties
by first estimating a solute-only baseline, followed by a correction
step capturing solvent contributions. Utilizing Morgan fingerprints
for molecular representation and random forest regression for learning,
the model was benchmarked on five comprehensive data sets encompassing
wavelength of maximum adsorption and wavelength of maximum emission.
Across all data sets, the two-step approach consistently outperforms
conventional one-pot models in both accuracy and mean absolute error.
For instance, the Q2 and MAE of the testing
set for predicting λemi of the Deep4Chem data set
are 0.844 and 27.8 nm, respectively, using a two-step approach, outperforming
the corresponding results at 0.767 and 33.1 nm, respectively, using
a one-pot model. Permutation importance analysis reveals a chemically
intuitive rebalancing of feature influence: solute descriptors dominate
prediction, while solvent effects are modeled as secondary perturbations.
This modular design not only enhances predictive power but also aligns
more closely with physical insights. The framework offers an alternative
direction for chemically interpretable, data-driven modeling of the
solvatochromic behavior in molecular systems.
期刊介绍:
)ACS Engineering Au is an open access journal that reports significant advances in chemical engineering applied chemistry and energy covering fundamentals processes and products. The journal's broad scope includes experimental theoretical mathematical computational chemical and physical research from academic and industrial settings. Short letters comprehensive articles reviews and perspectives are welcome on topics that include:Fundamental research in such areas as thermodynamics transport phenomena (flow mixing mass & heat transfer) chemical reaction kinetics and engineering catalysis separations interfacial phenomena and materialsProcess design development and intensification (e.g. process technologies for chemicals and materials synthesis and design methods process intensification multiphase reactors scale-up systems analysis process control data correlation schemes modeling machine learning Artificial Intelligence)Product research and development involving chemical and engineering aspects (e.g. catalysts plastics elastomers fibers adhesives coatings paper membranes lubricants ceramics aerosols fluidic devices intensified process equipment)Energy and fuels (e.g. pre-treatment processing and utilization of renewable energy resources; processing and utilization of fuels; properties and structure or molecular composition of both raw fuels and refined products; fuel cells hydrogen batteries; photochemical fuel and energy production; decarbonization; electrification; microwave; cavitation)Measurement techniques computational models and data on thermo-physical thermodynamic and transport properties of materials and phase equilibrium behaviorNew methods models and tools (e.g. real-time data analytics multi-scale models physics informed machine learning models machine learning enhanced physics-based models soft sensors high-performance computing)