2015
DOI: 10.1016/j.jnucmat.2015.06.039
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UO2–UN composites with enhanced uranium density and thermal conductivity

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Cited by 50 publications
(7 citation statements)
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“…347 Laboratory-based slow positrons or variable-energy positron beams begin with a positron source having a continuous energy distribution. The most commonly used source is the radioactive isotope 22 Na. Some of the fast positrons emanated from the source are moderated down to ∼75 meV as they pass through a thin foil (e.g., W and Ni).…”
Section: Intrinsic Point Defectsmentioning
confidence: 99%
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“…347 Laboratory-based slow positrons or variable-energy positron beams begin with a positron source having a continuous energy distribution. The most commonly used source is the radioactive isotope 22 Na. Some of the fast positrons emanated from the source are moderated down to ∼75 meV as they pass through a thin foil (e.g., W and Ni).…”
Section: Intrinsic Point Defectsmentioning
confidence: 99%
“…The myriad of defect types and interactions in nuclear fuel under irradiation has motivated researchers to consider improving function by controlling defect evolution and structure. Examples include using dopants to control defect concentrations by modifying grain size [10,11,12,13], simulating HBS using nanocrystalline UO2 to improve fission gas retention and improve mechanical properties [14,15], and directly adding other materials to UO2 to raise the thermal conductivity [16,17,18,19,20,21,22,23,24]. Expediting progress towards tailoring defects and microstructure to bring about desired thermal properties will require further development of fundamental, predictive models of phonon transport in actinide oxide fuels containing irradiation-induced defects [25,26,27,28,29].…”
Section: Introductionmentioning
confidence: 99%
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“…Yang disampaikan dalam makalah ini adalah hasil analisis Bessman dari Oak Ridge National Laboratory, USA, dengan computer code PERFUME (PARticle FUel ModeEL) untuk menghitung gas produk fisi dan digabung dengan perangkat lunak COMSOL Multiphysics untuk kalkulasi elemen hingganya (finite element) (Yang, 2015). Urutan kalkulasi yang dilakukan adalah mencari probabilitas mampu bertahan (survival) dan tekanan maksimum ke arah tangensial, untuk kernel ukuran kernel 0,65 mm dan 0,80 mm sebagai fungsi dari tebal buffer, tebal PyC dan tekanan maksimum.…”
Section: Efek Radiasiunclassified
“…(8) (9) where is the temperature in , is the porosity, and is the burnup in at %. The Fink-Lucuta model is valid from 298 to 3,120 K [19][20] for pure UO 2 fuels.…”
Section: Uo 2 -Sic Fuel Propertiesmentioning
confidence: 99%