SearcharxivSearch

arXiv subjects

D. Morineau

Publications and source records attributed to D. Morineau.

2 recordsLinked to original sources

Methyl group dynamics in a confined glass

We present a neutron scattering investigation on methyl group dynamics in glassy toluene confined in mesoporous silicates of different pore sizes. The experimental results have been analysed in terms of a barrier distribution model, such a distribution following from the structural disorder in the glassy state. Confinement results in a strong decreasing of the average rotational barrier in comparison to the bulk state. We have roughly separated the distribution for the confined state in a bulk-like and a surface-like contribution, corresponding to rotors at a distance from the pore wall respectively larger and smaller than the spatial range of the interactions which contribute to the rotational potential for the methyl groups. We have estimated a distance of 7 Amstrong as a lower limit of the interaction range, beyond the typical nearest-neighbour distance between centers-of-mass (4.7 Amstrong).

cond-mat.soft

"de Gennes" narrowing in supercooled molecular liquids : Evidence for center-of-mass dominated slow dynamics

The density correlation function F(q,t) of the two similar substituted aromatic liquids, Toluene and m-Toluidine, is studied by coherent neutron spin-echo and time-of-flight scattering for wave vectors q around the maximum q_max of the total static structure factor S_m(q) in the supercooled i.e. high density state far away from the normal fluid state. The wave-vector dependence of the mean structural relaxation time tau shows in both liquids a very pronounced de Gennes-like narrowing centered around q_0 < q_max, where q_0 corresponds to the first maximum in the center-of-mass static structure factor S_COM}(q). We find that the narrowing can be described quantitatively by using S_COM(q)/q^2 instead of S_m(q)/q^2 indicating that at the corresponding molecular length scales the relaxation of F(q,t) is dominated by purely translational motion.

cond-mat.dis-nn