TY - JOUR ID - 2599 TI - Diffusive Dynamicsof Binary Lennard-Jones Liquid in the Presence of Gold Nanoparticle: A Mode Coupling Theory Analysis JO - Physical Chemistry Research JA - PCR LA - en SN - 2322-5521 AU - Separdar, Leila AU - Davatolhagh, Saeid AD - Department of Physics, College of Sciences, Shiraz University, Shiraz 71454, Iran AD - Department of Physics, College of Sciences, Shiraz University, Shiraz 71454, Iran Y1 - 2013 PY - 2013 VL - 1 IS - 1 SP - 61 EP - 68 KW - Molecular Dynamics Simulation KW - Mode coupling theory KW - Glass Transition KW - Nanofiller DO - 10.22036/pcr.2013.2599 N2 - Molecular dynamics simulation has been performed to analyze the effect of the presence of gold nanoparticle on dynamics of Kob-Anderson binary Lennard-Jones (BLJ) mixture upon supercooling within the framework of the mode coupling theory of the dynamic glass transition. The presence of gold nanoparticle has a direct effect on the liquid structure and causes the peaks of the radial distribution functions to become shorter with respect to the bulk binary Lennard-Jones liquid. It is found that the dynamics of the liquid at a given density is consistent with the mode coupling theory (MCT) predictions. In accordance with the idealized MCT, the diffusion constants D(T) show power-law behavior at low temperatures for both types of BLJ particles as well as the 13 gold atoms comprising the nanoparticle. The mode coupling crossover temperature T_c is the same for all particle types, however, T_c= 0.4 is reduced with respect to that of the bulk BLJ liquid and the exponent is found to depend on the particle type. The existence of the nanoparticle causes the β-relaxation regime to shorten and the range of validity of the MCT shrink with respect to the bulk BLJ. It is also found that the behavior of intermediate scattering function is in agreement with MCT prediction and in spite of the presence of gold nanoparticle the time temperature superposition principle at intermediate and low temperatures is still valid and the curves of ISF versus t/τ (T) fall onto a master curve. UR - https://www.physchemres.org/article_2599.html L1 - https://www.physchemres.org/article_2599_0546ccfc9fc0a5442e71d636e33363f2.pdf ER -