Thomas E. Schwartzentruber, Ph.D.

Affiliations: 
2007 University of Michigan, Ann Arbor, Ann Arbor, MI 
Area:
Aerospace Engineering
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"Thomas Schwartzentruber"

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Iain D. Boyd grad student 2007 University of Michigan
 (A modular particle -continuum numerical algorithm for hypersonic non-equilibrium flows.)
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Publications

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Geistfeld EC, Torres E, Schwartzentruber T. (2023) Quasi-classical trajectory analysis of three-body collision induced recombination in neutral nitrogen and oxygen. The Journal of Chemical Physics. 159
Macdonald RL, Torres E, Schwartzentruber TE, et al. (2020) State-to-State Master Equation and Direct Molecular Simulation Study of Energy Transfer and Dissociation for the N-N System. The Journal of Physical Chemistry. A
Singh N, Schwartzentruber T. (2020) Consistent kinetic-continuum dissociation model I. Kinetic formulation. The Journal of Chemical Physics. 152: 224302
Singh N, Schwartzentruber T. (2020) Consistent kinetic-continuum dissociation model. II. Continuum formulation and verification. The Journal of Chemical Physics. 152: 224303
Singh N, Schwartzentruber T. (2020) Non-Boltzmann vibrational energy distributions and coupling to dissociation rate. The Journal of Chemical Physics. 152: 224301
Torres E, Schwartzentruber TE. (2020) Direct Molecular Simulation of Nitrogen Dissociation Under Adiabatic Postshock Conditions Journal of Thermophysics and Heat Transfer. 1-15
Grover MS, Torres EM, Schwartzentruber TE. (2019) Erratum: “Direct molecular simulation of internal energy relaxation and dissociation in oxygen” [Phys. Fluids 31, 076107 (2019)] Physics of Fluids. 31: 109901
Grover MS, Torres E, Schwartzentruber TE. (2019) Direct molecular simulation of internal energy relaxation and dissociation in oxygen Physics of Fluids. 31: 076107
Poovathingal S, Stern EC, Nompelis I, et al. (2019) Nonequilibrium flow through porous thermal protection materials, Part II: Oxidation and pyrolysis Journal of Computational Physics. 380: 427-441
Stern EC, Poovathingal S, Nompelis I, et al. (2019) Nonequilibrium flow through porous thermal protection materials, Part I: Numerical methods Journal of Computational Physics. 380: 408-426
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