1994
DOI: 10.1016/0038-1098(94)90492-8
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Phase transitions for gallium microparticles in a porous glass

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Cited by 27 publications
(18 citation statements)
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“…Examples of confinement effect include anomalous and lamellar diffusion, enhancement of correlation times, shift of melting and freezing temperatures, as well as the change of the very character of phase transition occurring in a space having dimension less than three (fractal path). , In particular geometrical restrictions are found to favor an increased microviscosity that causes a more hindered diffusion in the imbibed liquids and a molecular reorientation time longer than in the bulk state. The excluded volume effects (i.e., physical traps) on the radial distribution functions have a physical origin that can be explained taking into account that the local number density n l for an atom in the liquid phase in a pore is generally higher than the average number density of the liquid in the whole system n̄ , because the regions of the sample occupied by the substrate are forbidden for the atoms (frustration).…”
Section: General Considerationsmentioning
confidence: 99%
“…Examples of confinement effect include anomalous and lamellar diffusion, enhancement of correlation times, shift of melting and freezing temperatures, as well as the change of the very character of phase transition occurring in a space having dimension less than three (fractal path). , In particular geometrical restrictions are found to favor an increased microviscosity that causes a more hindered diffusion in the imbibed liquids and a molecular reorientation time longer than in the bulk state. The excluded volume effects (i.e., physical traps) on the radial distribution functions have a physical origin that can be explained taking into account that the local number density n l for an atom in the liquid phase in a pore is generally higher than the average number density of the liquid in the whole system n̄ , because the regions of the sample occupied by the substrate are forbidden for the atoms (frustration).…”
Section: General Considerationsmentioning
confidence: 99%
“…The high surface to volume ratio in porous materials permits studying the surface interactions of nematogens, in particular aligning properties of the surface material on the confined molecules [1,2]. Furthermore, the confining cavity sizes can influence the temperatures [3,4] and the very character [5,6,7] of phase transitions in the confined material. New thermodynamic phases can be induced or bulk phases suppressed in the confining geometry [8,9], and order and orientation of the confined liquid crystalline mesophases can be changed.…”
Section: Introductionmentioning
confidence: 99%
“…Large quantities of Ga nanoparticles can be obtained by soaking porous matrices in liquid gallium. Via this route, it is possible to obtain particles with diameters of 422 or 8 nm 17. Mixing liquid gallium thoroughly with epoxy resin results in particles with sizes of 100 to 1000 nm 23.…”
Section: Introductionmentioning
confidence: 99%