Publication Date:
2018
Description:
〈p〉Publication date: January 2019〈/p〉
〈p〉〈b〉Source:〈/b〉 Journal of Nuclear Materials, Volume 513〈/p〉
〈p〉Author(s): M.J. Rahman, B. Szpunar, J.A. Szpunar〈/p〉
〈div xml:lang="en"〉
〈h5〉Abstract〈/h5〉
〈div〉〈p〉The thermomechanical properties of mixed actinide oxide and its dependence on actinide composition are of significant interest for the safety in reactor design and operation. In this study, the elastic properties of (U〈sub〉x〈/sub〉,Th〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉, (U〈sub〉x〈/sub〉,Pu〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉 and (Pu〈sub〉x〈/sub〉,Th〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉 solid solutions for 50-50 cation composition and thermal conductivity of (Pu〈sub〉x〈/sub〉,Th〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉 system, for x = 0.3 and 0.5, have been investigated in the temperature range from 300 to 1500 K using Molecular dynamics (MD) simulations. Compared to pure oxides, reduced thermal conductivity is reported for (Pu〈sub〉x〈/sub〉,Th〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉 mixture due to non-uniform cation sublattice. The degree of reduction in conductivity is the largest in (Pu〈sub〉x〈/sub〉,Th〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉 than that of previously published (U〈sub〉x〈/sub〉,Th〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉 and (U〈sub〉x〈/sub〉,Pu〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉. This is attributed to the largest mismatch in lattice parameter between PuO〈sub〉2〈/sub〉 and ThO〈sub〉2〈/sub〉. In general, the elastic properties, for all pure and mixed oxide fuels, linearly decrease with the increase in temperature, and this is commonly observed also in other studies. The rate of change in elastic modulus (〈math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.gif" overflow="scroll"〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈/math〉) with temperature follows the trend, for pure oxides: 〈math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si2.gif" overflow="scroll"〉〈mrow〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉P〈/mi〉〈mi〉u〈/mi〉〈mi〉O〈/mi〉〈mn〉2〈/mn〉〈/mrow〉〈/msub〉〈mo〉〉〈/mo〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉U〈/mi〉〈mi〉O〈/mi〉〈mn〉2〈/mn〉〈/mrow〉〈/msub〉〈mo〉〉〈/mo〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉T〈/mi〉〈mi〉h〈/mi〉〈mi〉O〈/mi〉〈mn〉2〈/mn〉〈/mrow〉〈/msub〉〈/mrow〉〈/math〉 and for mixed oxides: 〈math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si3.gif" overflow="scroll"〉〈mrow〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉U〈/mi〉〈mi〉P〈/mi〉〈mi〉u〈/mi〉〈mi〉O〈/mi〉〈mn〉2〈/mn〉〈/mrow〉〈/msub〉〈mo〉〉〈/mo〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉U〈/mi〉〈mi〉T〈/mi〉〈mi〉h〈/mi〉〈mi〉O〈/mi〉〈mn〉2〈/mn〉〈/mrow〉〈/msub〉〈mo〉〉〈/mo〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉P〈/mi〉〈mi〉u〈/mi〉〈mi〉T〈/mi〉〈mi〉h〈/mi〉〈mi〉O〈/mi〉〈mn〉2〈/mn〉〈/mrow〉〈/msub〉〈/mrow〉〈/math〉. In most cases, for (U〈sub〉x〈/sub〉,Th〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉 and (U〈sub〉x〈/sub〉,Pu〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉, the elastic modulus is similar to the linear interpolation between the corresponding pure oxides. However, for (Pu〈sub〉x〈/sub〉,Th〈sub〉1-x〈/sub〉)O〈sub〉2〈/sub〉, significant deviation from the linearity is observed and that is justified by differences in oxygen mobility in the mixed oxide fuels. In addition, for all oxides, except Pu〈sub〉0.5〈/sub〉Th〈sub〉0.5〈/sub〉O〈sub〉2〈/sub〉, our results predict 〈math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si4.gif" overflow="scroll"〉〈mrow〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉B〈/mi〉〈/mrow〉〈/msub〉〈mo〉〉〈/mo〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉Y〈/mi〉〈/mrow〉〈/msub〉〈mo〉〉〈/mo〉〈msub〉〈mrow〉〈mi〉ε〈/mi〉〈/mrow〉〈mrow〉〈mi〉G〈/mi〉〈/mrow〉〈/msub〉〈/mrow〉〈/math〉 where 〈em〉B〈/em〉, 〈em〉Y〈/em〉 and 〈em〉G〈/em〉 being the bulk elastic properties. A calculation of elastic modulus at 0 K for all oxides is presented.〈/p〉〈/div〉
〈/div〉
Print ISSN:
0022-3115
Electronic ISSN:
1873-4820
Topics:
Energy, Environment Protection, Nuclear Power Engineering
,
Physics
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