Thermal Conductivity of UO<sub>2</sub> with Defects via DFT+U Calculation and Boltzmann Transport Equation. [PDF]
Qin J, Zhao M, Pan R, Tang A, Wu L.
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High Ionic Conduction in Rb- and Cs-Mixed Cation Amide for Energy Storage. [PDF]
Le TT +11 more
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Matrix-Embedding Effects on Nanodiamond Phonons. [PDF]
Stamper C +4 more
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Fluctuation-driven topological Hall effect in room-temperature itinerant helimagnet Fe<sub>3</sub>Ga<sub>4</sub>. [PDF]
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Viscosity as a Smoking Gun for Complex Formation in Solution: Fe<sup>2+</sup> and Mg<sup>2+</sup> Chlorides as Examples. [PDF]
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High average-flux laser-driven neutron source. [PDF]
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Exploring Cyclodextrin-Based Nanosponges as Drug Delivery Systems: Evaluation of Spectroscopic Methods for Examining Structure and Dynamics of Nanosponges. [PDF]
Pyrak B, Rogacka-Pyrak K, Gubica T.
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Transport equation with delayed neutrons
Transport Theory and Statistical Physics, 1990Abstract In nuclear fission reactor, the decay constant of delayed neutron will often determine the time behavior of the neutron population in a subcritical system or supercritical system or in a critical system in which a neutron source or cross section change with time.
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Numerical solution of the neutron transport equation
Journal of Nuclear Energy, 1969Abstract An outline of a procedure for directly solving the singular integral form of the one-speed neutron transport equation is given. The procedure is illustrated by considering the Milne problem and a one-region critical problem. Examples of numerical results obtained for these two problems are presented.
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Eigenvalues of the neutron transport equation
Proceedings of the Physical Society, 1965Results are given of the eigenvalues obtained for the neutron pulsed-source and diffusion-length problems using the gas kernel. Three methods of solution are reported: the diffusion approximation, the spherical harmonic (P3) approximation and the B0 approximation.
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