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Nano confinement

Nano-Confinement. There are limited, but interesting studies, regarding the confinement in ordered mesoporous materials. First observations were made on nematic liquids within mesoporous SBA-15 host materials which showed a change in the phase transition, when confined within the mesoporous cavities. To evidence also that there are many studies of confinement in mesoporous materials in the polymer diffusion and membrane literature, but they refer essentially to entropic effects due to restricted motion of these materials inside the ordered mesoporous materials which in enhanced by more hydrophobic and less polar surfaces. This is especially true as the molecules become larger, because the number of conformations the molecule can adopt in a confined space is limited. We refer here, on the contrary, to aspects relevant for catalysis and in which thus the dimensions of the molecules (of the order of 0.1 nm) is far below the dimensions of the cavities (around 5 nm for SBA-15, for example). [Pg.89]

I. Benjamin, Chemical reactions and solvation at liquid interfaces a microscopic perspective, Chem. Rev. (Washington, D. C.), 96 (1996) 1449-75 I. Benjamin, Theory and computer simulations of solvation and chemical reactions at liquid interfaces, Acc. Chem. Res., 28 (1995) 233-9 L. R. Martins, M. S. Skaf and B. M. Ladanyi, Solvation dynamics at the water/zirconia interface molecular dynamics simulations, J. Phys. Chem. B, 108 (2004) 19687-97 J. Faeder and B. M. Ladanyi, Solvation dynamics in reverse micelles the role of headgroup-solute interactions, J. Phys. Chem. B, 109 (2005) 6732 10 W. H. Thompson, Simulations of time-dependent fluorescence in nano-confined solvents, J. Chem. Phys., 120 (2004) 8125-33. [Pg.388]

Foley S, Rotureau P, Pin S, Baldacchino G, Renault JP, Mialocq J-C. (2004) Production and reactivity of hydroxyl radical in nano-confined water. [Pg.344]

A particularly interesting study that exemplifies the effect of nano-confinement is one where poly(phenylene vinylene) PPV, a luminescent polymer, was incorporated into the channels formed from these polymerized hexagonal phases [78]. These hexagonal PPV nanocomposites exhibited a significant enhancement in the photoluminescence quantum yields, from ca. 25 to 80%. The origin of this enhancement is ascribed to the prevention of the formation of poorly emissive inter-chain excitonic species as a result of the confinement of the PPV chains into well-defined and well-separated nanochannels. An important feature of these nanocomposites was that they could be readily processed into thin films and fibres and, more importantly, macroscopic alignment of the channels encapsulating the PPV chains led to polarized emission [79]. [Pg.509]

Confined Complex Fluids. - Because of their important technological relevance, the study of alkanes and polymers under extreme confinement continues to gain popularity in the simulation community. The difficulty in making experimental measurements for nano-confined systems, and the lack of confirmed theoretical models for such systems, makes molecular simulation the ideal tool to explore thermodynamics, structure and transport at such scales. [Pg.384]

Since To or Xjg is usually much larger than tc =2 ps and n/( 1 — n) is a monotonic decreasing function with decreasing n, xa(7) of nano-confined liquids decreases on decreasing the size of the pores. Consequently, the difference between xa and To or x/c becomes smaller [298,302,303]. This trend is shown in Fig. 48 by the dielectric relaxation data of PDMS confined in silanized glass pores of various sizes. If in sufficiently small pores n —> 0, then xa —> To or Tjc, and the characteristics of the a-relaxation will not be very different from that of the JG relaxation. The location of the primitive frequency Vq corresponding to tq calculated from the bulk xa and n = 0.48... [Pg.562]

Similarly, LLCs can aid in the control of nanoparticle synthesis. The majority of this literature involves dilute, microemulsion surfactant conditions (see review, [52]). However, there are still numerous examples of these particles synthesized in the condensed phases of LLCs. When LLCs are employed, analogous to the formation of metal nanowires and lattices, the inorganic precursors (e.g., M + ions) are reduced and solidified. The LLC network provides nano-confinement and nano-control over the diffusion of ions. There are two... [Pg.192]

Sinee the experiments on bulk liquids including water cannot be performed below the homogeneous nucleation temperature (Th for bulk water = -38°C), where crystal formation is found to become inevitable, it is not possible to test whether the apparent divergences of the above three quantities at low temperature are indeed divergences or something else. However, experiments on nano-confined water and extensive computer simulation studies (which have been possible since the formation of crystals is difficult in such systems and we can study the liquid water well below its homogeneous nucleation temperature) find that these quantities do not diverge but rather have a maximum at low temperature. [Pg.9]

Another interesting aspect of this observation relates to another celebrated equation, the Stokes-Einstein relation between diflfirsivity and viscosity. It tells us that one can now define the viscosity in a nano-confined region (grooves of DNA), which is termed the microviscosity of that particular region [7]. The Stokes-Einstein relation, where the translational diflfirsion constant and viscosity are inversely related, provides a remarkable correlation between microviscosity and configurational entropy. [Pg.159]

It has been proposed recently that the faster than bulk water relaxation observed is due to frustration induced by the propagation of opposite correlations from the interior of the micellar surface towards the center of the water pool. This can be easily understood by employing a variant of the kinetic Ising model that was introduced recently in order to model this effect of nano-confinement on the orientational dynamics of water inside the reverse micelles. The model assumed that the two spins at the two ends of the onedimensional chain remained fixed in opposite directions. This mimics the orientation of water molecules fixed at diametrically opposite positions in the interior of reverse micelles. This can be made clear by Figure 17.9(a) [13]. [Pg.273]

Figure 18.4. Anisotropy of the reorientational relaxation of dipole, OH, and HH veetor for nano-confined water. Such anisotropy though present in bulk water is very mild. Figure adapted from CSAfano, 2 (2008), 1189-1196. Copyright (2008) American Chemical Society. Figure 18.4. Anisotropy of the reorientational relaxation of dipole, OH, and HH veetor for nano-confined water. Such anisotropy though present in bulk water is very mild. Figure adapted from CSAfano, 2 (2008), 1189-1196. Copyright (2008) American Chemical Society.
As discussed in the introductory chapter, volume fluctuation is directly proportional to the isothermal compressibility (kt) of the system and therefore behaves anomalously in supercooled water. The k-y starts increasing with a decrease in temperature below T = 320 K and has a maximum on crossing the Widom line (observed in experiments on nano-confined systems). [Pg.337]

Hertzberg, B., Aiexeev, A., and Yushin, G. (2010]. Deformations in Si-Li anodes upon eiectrochemical alloying in nano-confined space, J. Am. Chem. Soc, 132, pp. 8548-8549. [Pg.406]

The study of fluid behavior in nano-confinement is a relatively new research arena. The ratio of surface area to volume becomes extremely large at such small scales in which the nondimensional Reynolds number Re is also typically low (<1) and the flow remains laminar. Diaguji et al. [4] mention that, except for steric interactions, intermolecular interactions like van der Waals force and electrostatic force can be modeled as continua. Specifically, the continuum dynanfics is an adequate description of liquid transport for length scales higher than 5 nm. In that context we... [Pg.946]

We investigated the influence of surface charge in ion transport - a subject yet to be fully explored despite extensive recent research. We found that the application of a surface charge gradient can significantly influence the local distribution of ion concentration in a nano-confinement. The accumulation of unipolar ions in the channel tries to neutralize the surface bias. A two-dimensional simulation demonstrated that... [Pg.949]

Gas transport in nano-confinements can significantly deviate from the kinetic theory predictions due to surface force effects. Kinetic theory-based approaches based on the assumption of dynamic similarity between nanoscale confined and rarefied flows in low-pressure environments by simply matching the Knudsen and Mach numbers are incomplete. Molecular dynamics simulations of nanoscale gas flows in the early transition and free-molecular flow regimes reveal that the wall force field penetration depth should be considered as an important length scale in nano-confined gas flows, in addition to the channel dimensions and gas mean free path. [Pg.2308]

This entry presents the deviations of nanoscale confined shear-driven gas flows from kinetic theory predictions. Subsequently, results proved that the dynamic similarity between the rarefied and nanoscale confined gas flows is incomplete. Importance of wall force field effects is clearly indicated, and the wall force field penetration depth is introduced as an important length scale in addition to the channel dimension and gas mean free path in nano-confined gas flows. [Pg.2308]

Nano-materials of polymers are the important issue in many high-technology fields, such as micro-electronics, dmg delivery and device technology. If polymer chains are compressed into various geometries of nanoscale compartments, such as ultra-thin films, nano-pores and nano-spheres, their deformation causes an entropy loss of chain conformatiOTi. Therefore, deformatiOTi of polymer chains often influences their physical performances. The blob model has been widely applied in the scaling analysis of single-chain crmformation under nano-confinement (Rubinstein and Colby 2003). [Pg.67]

Quantum size effect Single electron tunneling Surface catalytic activity Mechanical strength Energy conversion Nano-confinement effect... [Pg.89]

C. lacob, J.R. Sangoro, W.K. Kipnusu, R. VahulLin, J. Kaerger, F. Kremer, Enhanced charge transport in nano-confined ionic liquids, Soft Matter 8 (2) (2012) 289-293. [Pg.239]

Nanotubular materials are important building blocks of nanotechnology, in particular, the synthesis and applications of CNTs [82, 106, 107], One application area has been the use of carbon nanotubes for molecular separations, owing to some of their unique properties. One such important property, extremely fast mass transport of molecules within carbon nanotubes associated with their low friction inner nanotube surfaces, has been demonstrated via computational and experimental studies [108,109], Furthermore, the behavior of adsorbate molecules in nano-confinement is fundamentally different than in the bulk phase, which could lead to the design of new sorbents [110],... [Pg.208]


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