Results 241 to 250 of about 6,511,507 (299)
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Deterministic Numerical Methods for Unstructured-Mesh Neutron Transport Calculation, 2021
Liangzhi Cao
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Liangzhi Cao
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Journal of Applied Physics, 2019
A computational framework for predicting phonon frequencies, group velocities, scattering rates, and the resulting lattice thermal conductivity is described. The underlying theory and implementation suggestions are also provided.
A. McGaughey, Ankit Jain, Hyun-Young Kim
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A computational framework for predicting phonon frequencies, group velocities, scattering rates, and the resulting lattice thermal conductivity is described. The underlying theory and implementation suggestions are also provided.
A. McGaughey, Ankit Jain, Hyun-Young Kim
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Turbulence Transport Equations
The Physics of Fluids, 1967A generalized eddy viscosity function σ, is introduced in order that the Reynolds stress in an incompressible fluid be expressible as a linear combination of the Kronecker and rate-of-strain tensors. A transport equation for the eddy viscosity is derived from the general turbulence energy equation, thereby introducing two additional functions, the ...
Harlow, F. H., Nakayama, P. I.
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Theoretical and Mathematical Physics, 2014
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Engibaryan, N. B., Barseghyan, A. G.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Engibaryan, N. B., Barseghyan, A. G.
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Asymptotic Analysis of Transport Equation in Annulus
, 2016We consider the diffusive limit of a steady neutron transport equation with one-speed velocity in a two-dimensional annulus. A classical theorem in Bensoussan et al. (Publ Res Inst Math Sci 15:53–157, 1979) states that the solution can be approximated in
Lei Wu, Xiongfeng Yang, Yan Guo
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Homogenization of Transport Equations
SIAM Journal on Applied Mathematics, 2000At the beginning, the authors present a mathematical result which can be regarded as an analogue, in the case of kinetic models, of the compensated compactness theorems of Murat and Tartar. This result is applied to the homogenization problem of the transport equation.
Dumas, Laurent, Golse, François
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Geometric Correction for Diffusive Expansion of Steady Neutron Transport Equation
, 2014We revisit the diffusive limit of a steady neutron transport equation in a two-dimensional unit disk with one-speed velocity. A classical theorem by Bensoussan et al.
Lei Wu, Yan Guo
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Transport and Transport-Diffusion Equations
2011In Chapter 3, we give a very complete theory of strong solutions for transport and transport-diffusion equations. In particular, we provide a priori estimates which are the key to solving nonlinear systems coming from fluid mechanics.
Hajer Bahouri +2 more
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