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      Seeing Is Believing: Experimental Spin States from Machine Learning Model Structure Predictions

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          Abstract

          Determination of ground-state spins of open-shell transition-metal complexes is critical to understanding catalytic and materials properties but also challenging with approximate electronic structure methods. As an alternative approach, we demonstrate how structure alone can be used to guide assignment of ground-state spin from experimentally determined crystal structures of transition-metal complexes. We first identify the limits of distance-based heuristics from distributions of metal–ligand bond lengths of over 2000 unique mononuclear Fe(II)/Fe(III) transition-metal complexes. To overcome these limits, we employ artificial neural networks (ANNs) to predict spin-state-dependent metal–ligand bond lengths and classify experimental ground-state spins based on agreement of experimental structures with the ANN predictions. Although the ANN is trained on hybrid density functional theory data, we exploit the method-insensitivity of geometric properties to enable assignment of ground states for the majority (ca. 80–90%) of structures. We demonstrate the utility of the ANN by data-mining the literature for spin-crossover (SCO) complexes, which have experimentally observed temperature-dependent geometric structure changes, by correctly assigning almost all (>95%) spin states in the 46 Fe(II) SCO complex set. This approach represents a promising complement to more conventional energy-based spin-state assignment from electronic structure theory at the low cost of a machine learning model.

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          Ab initio effective core potentials for molecular calculations. Potentials for the transition metal atoms Sc to Hg

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            Insights into current limitations of density functional theory.

            Density functional theory of electronic structure is widely and successfully applied in simulations throughout engineering and sciences. However, for many predicted properties, there are spectacular failures that can be traced to the delocalization error and static correlation error of commonly used approximations. These errors can be characterized and understood through the perspective of fractional charges and fractional spins introduced recently. Reducing these errors will open new frontiers for applications of density functional theory.
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              Orbital-dependent density functionals: Theory and applications

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                Author and article information

                Journal
                J Phys Chem A
                J Phys Chem A
                jx
                jpcafh
                The Journal of Physical Chemistry. a
                American Chemical Society
                1089-5639
                1520-5215
                28 March 2020
                23 April 2020
                : 124
                : 16
                : 3286-3299
                Affiliations
                []Department of Chemical Engineering, Massachusetts Institute of Technology , Cambridge, Massachusetts 02139, United States
                []Department of Chemistry, Massachusetts Institute of Technology , Cambridge, Massachusetts 02139, United States
                Author notes
                [* ]Email: hjkulik@ 123456mit.edu . Phone: 617-253-4584.
                Article
                10.1021/acs.jpca.0c01458
                7311053
                32223165
                c8cee98c-7067-4a72-adaa-713cacb23895
                Copyright © 2020 American Chemical Society

                This is an open access article published under a Creative Commons Attribution (CC-BY) License, which permits unrestricted use, distribution and reproduction in any medium, provided the author and source are cited.

                History
                : 19 February 2020
                : 27 March 2020
                Categories
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                Custom metadata
                jp0c01458
                jp0c01458

                Physical chemistry
                Physical chemistry

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