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            	{"first" : "Chris",	"last" : "Oostenbrink"},
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         "author": [ 
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         "volume": "17","number": "1","pages": "131","abstract": "When data availability is limited, the prediction of properties through purely data-driven machine learning (ML) is challenging. Integrating physically-based modeling techniques into ML methods may lead to better performance. In a recent work by Chew et al. (``Advancing material property prediction: using physics-informed machine learning models for viscosity'') descriptors from classical molecular dynamics (MD) simulations were included into a quantitative structure--property relationship to accurately predict temperature-dependent viscosity of pure liquids. Through feature importance analysis, the authors found that heat of vaporization was the most relevant descriptor for the prediction of viscosity. In this comment, we would like to discuss the physical origin of this finding by referring to Eyring's rate theory, and develop an alternative modeling approach using a thermodynamic-based architecture that requires less input data.",
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         "author": [ 
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            	{"first" : "Tiong Wei",	"last" : "Teh"},
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            	{"first" : "Rolf",	"last" : "Stierle"},
            	{"first" : "Joachim",	"last" : "Gross"},
            	{"first" : "Niels",	"last" : "Hansen"}
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         "doi" : "10.1021/acs.jpcb.5c06005",
         
         "bibtexKey": "Teh_2025"

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         "volume": "4","number": "12","pages": "3578-3587","abstract": "Data-driven approaches used to predict thermophysical properties benefit from physical constraints because the extrapolation behavior can be improved and the amount of training data be reduced. In the present work, the well-established entropy scaling approach is incorporated into a neural network architecture to predict the shear viscosity of a diverse set of pure fluids over a large temperature and pressure range. Instead of imposing a particular form of the reference entropy and reference shear viscosity, these properties are learned. The resulting architecture can be interpreted as two linked DeepONets with generalization capabilities.",
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