Ryan G. McClarren, Ph.D.

Affiliations: 
2007 University of Michigan, Ann Arbor, Ann Arbor, MI 
Area:
Nuclear Engineering, Radiation Physics
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"Ryan McClarren"
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Parents

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James P. Holloway grad student 2007 University of Michigan
 (Spherical harmonics methods for thermal radiation transport.)
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Publications

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Humbird KD, Peterson JL, Spears BK, et al. (2020) Transfer Learning to Model Inertial Confinement Fusion Experiments Ieee Transactions On Plasma Science. 48: 61-70
Latimer C, Kópházi J, Eaton MD, et al. (2020) A geometry conforming, isogeometric, weighted least squares (WLS) method for the neutron transport equation with discrete ordinate (SN) angular discretisation Progress in Nuclear Energy. 121: 103238
Peng Z, McClarren RG, Frank M. (2020) A low-rank method for two-dimensional time-dependent radiation transport calculations Journal of Computational Physics. 421: 109735
Holladay DA, Fontes CJ, Even WP, et al. (2020) An Accelerated Approach to Inline Non-LTE Modeling High Energy Density Physics. 34: 100746
Latimer C, Kópházi J, Eaton MD, et al. (2020) A geometry conforming isogeometric method for the self-adjoint angular flux (SAAF) form of the neutron transport equation with a discrete ordinate (SN) angular discretisation Annals of Nuclear Energy. 136: 107049
McClarren RG. (2019) Calculating Time Eigenvalues of the Neutron Transport Equation with Dynamic Mode Decomposition Nuclear Science and Engineering. 193: 854-867
Kusch J, McClarren RG, Frank M. (2019) Filtered stochastic Galerkin methods for hyperbolic equations Journal of Computational Physics. 403: 109073
Zheng W, McClarren RG, Morel JE. (2018) An Accurate Globally Conservative Subdomain Discontinuous Least-Squares Scheme for Solving Neutron Transport Problems Nuclear Science and Engineering. 189: 259-271
Chakraborty A, Bingham D, Dhavala SS, et al. (2017) Emulation of Numerical Models With Over-Specified Basis Functions Technometrics. 59: 153-164
Laboure VM, McClarren RG, Wang Y. (2017) Globally Conservative, Hybrid Self-Adjoint Angular Flux and Least-Squares Method Compatible with Voids Nuclear Science and Engineering. 185: 294-306
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