FY2010 - Oak Ridge National Laboratory
FY2010 - Oak Ridge National Laboratory
FY2010 - Oak Ridge National Laboratory
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Director’s R&D Fund—<br />
Neutron Sciences<br />
Results and Accomplishments<br />
The results of this project are grouped in terms of the manuscripts prepared during the subcontract period<br />
as follows. In Ref. 1 we report a novel Monte Carlo algorithm developed to accurately calculate the spinecho<br />
small-angle neutron scattering (SESANS) spectra. In Ref. 2 we report on a theoretical calculation to<br />
investigate the spectral features of SESANS for liquid particles under both repulsive and attractive<br />
intermolecular interactions. We found that the SESANS correlation function provides clear spectral<br />
features that elucidate the intermolecular correlation among interacting particles. In Ref. 3 we compare<br />
spectra between that of a liquid of uniform hard spheres and one of nonuniform hollow hard spheres. This<br />
work shows that due to the distinguishable length scales between intramoleuclar and intermolecular<br />
spatial correlations, it is possible to recognize the intramoleulcar scattering contribution to the SESANS<br />
as the density is varied. In Ref. 4 we explore the sensitivity of SESANS from a theoretical standpoint, and<br />
the results suggest there is a physical interpretation of the spatial variable in the SESANS correlation<br />
function. In Ref. 5 we investigate the effect of the interparticle potential with broken centrosymmetry on<br />
liquid structure and find that centrosymmetry particles and broken centrosymmetry particles exhibit<br />
different spectral features in the SESANS data over a wide range of dimension, consistent within their<br />
pair correlation functions. In Ref. 6 we find that it is conceptually important to fill in the “gap” in the<br />
theoretical calculation of γ(r) because these various theoretical approaches provide multiple tools for<br />
future research. And finally in Ref. 7 we will report on how our Monte Carlo algorithm can be extended<br />
to compute the SESANS correlation function of binary hard sphere particles of different diameters.<br />
Information Shared<br />
Li, X., C.‐Y. Shew, Y. Liu, R. Pynn, E. Liu, K. W. Herwig, J. L. Robinson, and W.‐R. Chen. 2010.<br />
“Theoretical studies on the structure of interacting colloidal suspensions by spin‐echo small angle<br />
neutron scattering.” J. Chem. Phys. 132, 174509 (2010).<br />
Shew, C.-Y, and W.-R. Chen. 2010. “A Monte Carlo algorithm for computing SESANS correlation<br />
functions in real space: Hard sphere liquids.” J. Chem. Phys. 132, 044906.<br />
(1) Shew, C.-Y., and W.-R. Chen. 2010. “A Monte Carlo algorithm for computing SESANS<br />
correlation functions in real space: Hard sphere liquids.” Journal of Chemical Physics 132,<br />
044906.<br />
(2) Li, X., C.‐Y. Shew, Y. Liu, R. Pynn, E. Liu, K. W. Herwig, J. L. Robinson and W.‐R. Chen.<br />
2010. “Theoretical studies on the structure of interacting colloidal suspensions by spin‐echo small<br />
angle neutron scattering.” J. Chem. Phys. 132, 174509.<br />
(3) Li, X., C.‐Y. Shew, Y. Liu, R. Pynn, E. Liu, K., W. Herwig, G. S. Smith, J. L. Robertson, and<br />
W.‐R. Chen. “Prospect of characterizing interacting soft colloidal structures using spin‐echo<br />
small angle neutron scattering,” J. Chem. Phys. (to be submitted).<br />
(4) Shew, C.‐Y., and W.‐R. Chen. “Structural sensitivity of SESANS for a high‐density hard sphere<br />
liquid”, J. Chem. Phys. (to be submitted).<br />
(5) Shew, C.‐Y., and W.‐R. Chen. “Simulation of liquid structure under the broken‐centrosymmetry<br />
potential” (in preparation).<br />
(6) Shew, C.‐Y., and W.‐R. Chen. “Revisit of theoretical calculation of Debye autocorrelation<br />
function” (in preparation).<br />
(7) Shew, C.‐Y., and W.‐R. Chen. “Simulation of SESANS correlation function for binary mixtures”<br />
(in preparation).<br />
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