Email address: weinhold@chem.wisc.edu
Professor Emeritus, Born 1941
B.A. 1962, University of Colorado Boulder
A.M. 1964, Harvard University
Ph.D. 1967, Harvard University
Weinhold’s earlier (1969-80) research interests centered on upper and lower bounds for quantum-mechanical properties, the metric geometry of equilibrium thermodynamics, and complex-coordinate rotation theory of autoionizing resonances.
More recent research has primarily focused on the development of the Natural Bond Orbital (NBO) method and its application to torsional barriers, hydrogen bonding, hypervalency, and other stereoelectronic and bonding phenomena. Related studies also led to development of the Quantum Cluster Equilibrium (QCE) theory for liquid water and other supramolecular species. His influence is indicated by widespread adoption of NBO methodology in modern electronic structure programs (currently including Gaussian, Jaguar, GAMESS, ADF, Terachem, NWChem, PQS, Q-Chem, Columbus, and Spartan) and numerous applications in the chemical literature (currently, 1,100+ per year).
His recent research monographs include Valency and Bonding: A Natural Bond Orbital Donor-Acceptor Perspective (Cambridge University Press, 2005; with C. R. Landis), Classical and Geometrical Theory of Chemical and Phase Thermodynamics (Wiley, 2009), and Discovering Chemistry With Natural Bond Orbitals (Wiley, 2012; with C. R. Landis).
| Honorary Doctorate, University of Rostock (Germany) | 2011 |
| Fellow, American Association for the Advancement of Science | 2009 |
| Lise Meitner - Minerva Center Lectureship Award for Computational Quantum Chemistry | 2007 |
| Triennial Löwdin Lecturer, University of Uppsala (Sweden) | 2006 |
| Charles A. Coulson Lecturer, University of Georgia | 2000 |
| . Discovering Chemistry With Natural Bond Orbitals. Wiley; 2012. |
| . Comments on "Is It Time To Retire the Hybrid Atomic Orbital?". Journal of Chemical Education. 2012;89:570-572. |
| . Natural bond orbital methods. Wiley Interdisciplinary Reviews: Computational Molecular Science. 2012;2:1–42. |
| . Natural bond orbital analysis: a critical overview of relationships to alternative bonding perspectives. J Comput Chem. 2012;33(30):2363-79. |
| . Natural Bond Critical Point analysis: quantitative relationships between natural bond orbital-based and QTAIM-based topological descriptors of chemical bonding. J Comput Chem. 2012;33(30):2440-9. |