His primary areas of investigation include Atomic physics, Ab initio, Potential energy surface, Ab initio quantum chemistry methods and Potential energy. When carried out as part of a general Atomic physics research project, his work on Excited state is frequently linked to work in Diffusion Monte Carlo, therefore connecting diverse disciplines of study. His Ab initio research includes themes of Dipole, Physical chemistry, Molecular physics, Electronic structure and Branching fraction.
His studies in Potential energy surface integrate themes in fields like Excitation, Dissociation, Reaction dynamics, Ground state and Computational chemistry. Joel M. Bowman has researched Ab initio quantum chemistry methods in several fields, including Normal mode, Anharmonicity, Saddle point and Thermochemistry. The concepts of his Potential energy study are interwoven with issues in Basis, Statistical physics, Nanotechnology and Symmetrization.
Joel M. Bowman focuses on Atomic physics, Ab initio, Potential energy surface, Molecular physics and Ab initio quantum chemistry methods. His work carried out in the field of Atomic physics brings together such families of science as Quantum, Scattering and Excitation. His Ab initio study incorporates themes from Dipole, Physical chemistry, Spectral line, Rotational–vibrational spectroscopy and Computational chemistry.
His Potential energy surface course of study focuses on Dissociation and Photodissociation. His biological study spans a wide range of topics, including Infrared and Molecular vibration. The study incorporates disciplines such as Anharmonicity, Water dimer and Wave function in addition to Ab initio quantum chemistry methods.
His scientific interests lie mostly in Atomic physics, Potential energy surface, Ab initio, Molecular physics and Potential energy. His studies deal with areas such as Quantum, Anharmonicity and Dissociation as well as Atomic physics. Joel M. Bowman combines subjects such as Photodissociation, Configuration interaction, Saddle point and Quantum dynamics with his study of Potential energy surface.
His Ab initio research integrates issues from Ab initio quantum chemistry methods, Dipole, Ice Ih, Intermolecular force and Intramolecular force. His work in Molecular physics tackles topics such as Isotopologue which are related to areas like Deuterium and Isotopomers. His study in Potential energy is interdisciplinary in nature, drawing from both Molecule, Coupled cluster, Electronic structure and Statistical physics.
His primary scientific interests are in Atomic physics, Potential energy surface, Ab initio, Potential energy and Quantum. His work in the fields of Atomic physics, such as Excited state, intersects with other areas such as Diffusion Monte Carlo. His work deals with themes such as Angular momentum, Representation, Excitation, Rotational–vibrational spectroscopy and Hamiltonian, which intersect with Potential energy surface.
Joel M. Bowman interconnects Ab initio quantum chemistry methods, Dipole, Molecular physics, Polyatomic ion and Intramolecular force in the investigation of issues within Ab initio. His research investigates the connection between Potential energy and topics such as Statistical physics that intersect with issues in Molecular dynamics. While the research belongs to areas of Quantum, Joel M. Bowman spends his time largely on the problem of Degrees of freedom, intersecting his research to questions surrounding Quantum dissipation, Angular momentum coupling and Curse of dimensionality.
This overview was generated by a machine learning system which analysed the scientist’s body of work. If you have any feedback, you can contact us here.
Permutationally invariant potential energy surfaces in high dimensionality
Bastiaan J. Braams;Joel M. Bowman.
International Reviews in Physical Chemistry (2009)
Self‐consistent field energies and wavefunctions for coupled oscillators
Joel M. Bowman.
Journal of Chemical Physics (1978)
The self-consistent-field approach to polyatomic vibrations
Joel M. Bowman.
Accounts of Chemical Research (1986)
The roaming atom: straying from the reaction path in formaldehyde decomposition
David Townsend;Sridhar A Lahankar;Suk Kyoung Lee;Suk Kyoung Lee;Suk Kyoung Lee;Steven D Chambreau.
Science (2004)
Vibrational self-consistent field method for many-mode systems: A new approach and application to the vibrations of CO adsorbed on Cu(100)
Stuart Carter;Susan J. Culik;Joel M. Bowman.
Journal of Chemical Physics (1997)
Reduced dimensionality theory of quantum reactive scattering
Joel M. Bowman.
The Journal of Physical Chemistry (1991)
MULTIMODE: A code to calculate rovibrational energies of polyatomic molecules
Joel M. Bowman;Stuart Carter;Xinchuan Huang.
International Reviews in Physical Chemistry (2003)
Extensions and tests of “multimode”: a code to obtain accurate vibration/rotation energies of many-mode molecules
Stuart Carter;Joel M. Bowman;Nicholas C. Handy.
Theoretical Chemistry Accounts (1998)
Variational quantum approaches for computing vibrational energies of polyatomic molecules
Joel M Bowman;Tucker Carrington;Hans-Dieter Meyer.
Molecular Physics (2008)
Ab initio potential energy and dipole moment surfaces for H5O2
Xinchuan Huang;Bastiaan J. Braams;Joel M. Bowman.
Journal of Chemical Physics (2005)
If you think any of the details on this page are incorrect, let us know.
We appreciate your kind effort to assist us to improve this page, it would be helpful providing us with as much detail as possible in the text box below:
Cornell University
Argonne National Laboratory
Northwestern University
University of Washington
Argonne National Laboratory
University of Missouri
University of Minnesota
University of New Mexico
California Institute of Technology
Washington State University
University of Maryland, College Park
Bocconi University
Lehigh University
University of Leeds
California Institute of Technology
United States Geological Survey
Western Sydney University
Texas Tech University
Tel Aviv University
Chiba University
Institut Pasteur
Northwestern University
Georgia Institute of Technology
University of Florida
Amazon (United States)
University of California, Berkeley