Toby Zeng - University of Waterloo
Toby Zeng - University of Waterloo
Toby Zeng - University of Waterloo
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Curriculum Vitae <strong>of</strong> Tao <strong>Zeng</strong><br />
Computer skills<br />
Programming languages: Fortran and C/C++.<br />
Parallel computation experience: Message Passing Interface (MPI) and Open Multiprocessing (OpenMP).<br />
Research Interests<br />
Path integral Monte Carlo simulation; Path integral molecular dynamics; Hydrogen storage; Spin-orbit coupling; Relativistic<br />
quantum chemistry; Jahn-Teller effect; Non-adiabatic coupling; Electronic energy surface hopping; Accurate electronic<br />
calculation; Pseudopotential method; Excited state chemistry.<br />
Research Contributions<br />
Publications and other Contributions to Research and Development<br />
Peer-Reviewed Papers:<br />
U <strong>of</strong> <strong>Waterloo</strong>:<br />
22. T. <strong>Zeng</strong>, H. Li, and P.-N. Roy (2013) “Simulating asymmetric top impurities in superfluid clusters: a para-water<br />
dopant in para-hydrogen.” Journal <strong>of</strong> Physical Chemistry Letters; (Letter); 4, 18-22.<br />
21. C. Ing, J. Yang, K. Hinsen, T. <strong>Zeng</strong>, H. Li, and P.-N. Roy (2012) “A path-integral Langevin equation treatment <strong>of</strong><br />
low-temperature doped helium clusters.” Journal <strong>of</strong> Chemical Physics; (Article); 136, 224309, 12 pages.<br />
20. T. <strong>Zeng</strong>, H. Li, R. J. Le Roy, and P.-N. Roy (2011) “Adiabatic-hindered-rotor treatment for para-H 2 and H 2 O<br />
system.” Journal <strong>of</strong> Chemical Physics; (Article); 135, 094304, 15 pages.<br />
U <strong>of</strong> Alberta:<br />
19. T. <strong>Zeng</strong>, D. G. Fedorov, M. W. Schmidt, and M. Klobukowski (2012) “Natural spinors reveal how the spin-orbit<br />
coupling affects the Jahn-Teller distortions in the hexafluorotungstate(V) anion.” Journal <strong>of</strong> Chemical Theory and<br />
Computation; (Article); 8, 3061-3071.<br />
18. H. Mori, T. <strong>Zeng</strong>, and M. Klobukowski (2012) “Assessment <strong>of</strong> chemical core potentials for the computation on<br />
enthalpies <strong>of</strong> formation <strong>of</strong> transition-metal complexes.” Chemical Physics Letters; (Article); 521, 150-156.<br />
17. T. <strong>Zeng</strong>, D. G. Fedorov, M. W. Schmidt, and M. Klobukowski (2011) “Effects <strong>of</strong> spin-orbit coupling on covalent<br />
bonding and the Jahn-Teller effect are revealed with the natural language <strong>of</strong> spinors.” Journal <strong>of</strong> Chemical Theory<br />
and Computation; (Article); 7, 2864-2875.<br />
16. T. <strong>Zeng</strong>, D. G. Fedorov, M. W. Schmidt, and M. Klobukowski (2011) “Two-component natural spinors from twostep<br />
spin-orbit coupled wave functions.” Journal <strong>of</strong> Chemical Physics; (Article); 134, 214107, 9 pages.<br />
15. T. <strong>Zeng</strong>, D. G. Fedorov, and M. Klobukowski (2011) “Performance <strong>of</strong> dynamically weighted MCSCF and spin-orbit<br />
coupling calculations <strong>of</strong> diatomic molecules <strong>of</strong> Group 14 elements.” Journal <strong>of</strong> Chemical Physics; (Article); 134,<br />
024108, 11 pages.<br />
14. T. <strong>Zeng</strong>, D. G. Fedorov, and M. Klobukowski (2010) “Model core potentials <strong>of</strong> p-block elements generated<br />
considering the Douglas-Kroll relativistic effects, suitable for accurate spin-orbit coupling calculations.” Journal <strong>of</strong><br />
Chemical Physics; (Article); 133, 114107, 11 pages.<br />
13. T. <strong>Zeng</strong>, D. G. Fedorov, and M. Klobukowski (2010) “Multireference study <strong>of</strong> spin-orbit coupling in the hydrides <strong>of</strong><br />
the 6p-block elements using the model core potential method.” Journal <strong>of</strong> Chemical Physics; (Article); 132, 074102,<br />
15 pages.<br />
12. T. <strong>Zeng</strong>, D. G. Fedorov, and M. Klobukowski (2009) “Model core potentials for studies <strong>of</strong> scalar-relativistic effects<br />
and spin-orbit coupling at Douglas–Kroll level. I. Theory and applications to Pb and Bi.” Journal <strong>of</strong> Chemical<br />
Physics; (Article); 131, 124109, 17 pages.<br />
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