Andrew Gellman Ph.D.
The use of surface science methods to create and study well-defined catalytic surfaces allows us to investigate problems in heterogeneous catalysis at the most fundamental level. One current project is aimed at understanding the nature of the transition state for elementary steps important in the catalytic surface chemistry. These include reactions such as alkyl hydrogenation, acid deprotonation, ß-hydride elimination, dehalogenation and many others. The experimental measurements to probe the characteristics of the transition state are compared to the results of Density Functional Theory simulations performed in collaboration with Professor Sholl. A second project is aimed at understanding the properties of naturally chiral surfaces used for enantioselective heterogeneous catalysis. Naturally chiral high Miller index metal surfaces were first studied in Professor Gellman’s laboratory and have been shown to have enantiospecific interactions with chiral adsorbates. EducationPh.D. 1985, University of California, Berkeley; B.Sc. 1981, California Institute of TechnologyAwardsRobert A. Welch Foundation Lecturer, 2001Ipatieff Prize, American Chemical Society, 1998 Alfred P. Sloan Research Fellow, A.P. Sloan Foundation 1991-1993 Packard Fellowship in Science and Engineering, David and Lucile Packard Foundation, 1989-1994 Beckman Fellow - Center for Advanced Study, University of Illinois, 1989 Distinguished New Faculty in Chemistry Award, Camille and Henry Dreyfus Foundation, 1986 Arnold O. Beckman Research Award, University of Illinois, 1986 ICI Postdoctoral Fellow, Cambridge University, 1985-1986 Earle C. Anthony Fellowship, University of California at Berkeley, 1982-1983 Ephriam Weiss Fellowship, University of California at Berkeley, 1981-1982 Fredric W. Hinrich, Jr. Memorial Award, California Institute of Technology, 1981 BooksDekker Encyclopedia of Nanoscience and NanotechnologyImportant ArticlesEnantioselectivity on Surfaces with Chiral Nanostructures |
By this ResearcherRelated Content |
|||||||||||||||||||||
|
|
||||||||||||||||||||||