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Dynamics of colloids

the fundamental forces between neutral colloidal spheres are the same as the fundamental forces between neutral polymers. Polymers and colloids are equally subject to excluded-volume forces, hydrodynamic forces, van der Waals interactions, and to the random thermal forces that drive Browiuan motion. [Pg.287]

Second, the dynamic equations for polymer motion and for colloid motion are qualitatively the same, namely they are generalized Langevin (e.g., Mori-Zwanzig) equations, including direct and hydrodynamic forces on each colloid particle or polymer segment, hydrodynamic drag forces, and random thermal forces due to solvent motion, all leading to coupled diffusive motion. [Pg.287]

Because the forces and the dynamic equations of motion are fundamentally the same, it should not be surprising that the dynamic behaviors of polymers and colloids have substantial similarities. Of course, polymer chains and colloidal spheres do differ in shape, flexibility, and porosity, so the dynamic properties of colloidal spheres and polymers should not be expected to be quantitatively identical. [Pg.287]

Furthermore, the dynamic equations differ in one substantial respect, namely that colloidal spheres are free to move with respect to each other so long as they do not interpenetrate, but the segments ( beads ) of a single polymer chain are obliged to remain attached to each other for all time. Sphere motion at very large concentrations encounters jamming, in which many spheres all get in each other s way, but polymer chains at far smaller concentrations are said to encounter topological obstacles, similar to those found with a poorly-wound ball of yam. [Pg.288]

What physical forces affect colloid dynamics Three forces acting on neutral colloids are readily identified, namely random thermal forces, hydrodynamic interactions, and direct interactions. The random thermal forces are created by fluctuations in the surrounding medium they cause polymers and colloids to perform Brownian motion. As shown by fluctuation-dissipation theorems, the random forces on different colloid particles are not independent they have cross-correlations. The cross-correlations are described by the hydrodynamic interaction tensors, which determine how the Brownian displacements of nearby colloidal particles are correlated. The hydrodynamic drag experienced by a moving particle, as modified by hydrodynamic interactions with other nearby particles, is also described by a hydrodynamic interaction tensor. [Pg.288]


Russel, W.B., 1987. The dynamics of colloidal systems. Madison University of Wisconsin Press. [Pg.321]

Iadda89] Ladd, A.J.C. and D.Frenkel, Dynamics of colloidal dispersions via lattice-gas models of an incompressible fluid, pages 242-245 in [mann89]. [Pg.770]

J.K.G. Dhont, An introduction to Dynamics of Colloids, Elsevier, Amsterdam, 1996. [Pg.249]

Diffusional Dynamics. If the colloidal crystal is stable, does it explain the extraordinarily slow diffusional behavior While some detailed theories of the dynamics of colloidal crystals have been constructed (25.30), they are difficult to apply to our DNA solutions. Therefore, it is of interest to present a much simpler semiquantitative approach. [Pg.208]

Ray Kapral came to Toronto from the United States in 1969. His research interests center on theories of rate processes both in systems close to equilibrium, where the goal is the development of a microscopic theory of condensed phase reaction rates,89 and in systems far from chemical equilibrium, where descriptions of the complex spatial and temporal reactive dynamics that these systems exhibit have been developed.90 He and his collaborators have carried out research on the dynamics of phase transitions and critical phenomena, the dynamics of colloidal suspensions, the kinetic theory of chemical reactions in liquids, nonequilibrium statistical mechanics of liquids and mode coupling theory, mechanisms for the onset of chaos in nonlinear dynamical systems, the stochastic theory of chemical rate processes, studies of pattern formation in chemically reacting systems, and the development of molecular dynamics simulation methods for activated chemical rate processes. His recent research activities center on the theory of quantum and classical rate processes in the condensed phase91 and in clusters, and studies of chemical waves and patterns in reacting systems at both the macroscopic and mesoscopic levels. [Pg.248]

Russel, W. B., The Dynamics of Colloidal, Systems. Univ. of Wisconsin Press, Madison, 1987. Russel, W. B., Saville, D. A., and Schowalter, W. R., Colloidal Dispersions. Cambridge Univ. Press, London, 1989. [Pg.228]

Russel, W. B., Dynamics of Colloidal Systems. Univ. of Wisconsin Press, Madison, 1987. [Pg.535]

The above theory is needed in the interpretation of electrokinetic phenomena and the dynamics of colloid particle interaction. When particles move with... [Pg.462]

Electrokinetics is of direct relevance for the interpretation of the dynamics of colloid particle interaction, that is interaction, considering the rates of transient charge fluxes during the brief encounters of pairs. Charge has to flow away and to a large extent this takes place laterally, so that obviously K° and become Important variables. [Pg.605]

It is now well known that trace-element concentrations in continental waters depend on the size of the pore filters used to separate the particulate from the dissolved fraction. This is apparent in Table 1, where results from the Amazon and Orinoco are reported using two filtration sizes the conventional 0.2 p,m filtration and filtration with membranes of smaller cutoff size (ultrafiltration). These results suggest the presence in solution of very small (submicro-metric) particles that pass through filters during filtration. The view that trace elements can be separated into particulate and dissolved fractions can thus no longer be held this has led authors to operationally define a colloidal fraction (0.20 p.m or 0.45 p.m to 1 nm) and a truly dissolved fraction (<1 nm) (e.g., Buffle and Van Leeuwen, 1992 Stumm, 1993). The existence of a colloidal phase has a major influence on the speciation calculation schemes presented above (based only on aqueous complexation), as the apparent solubihty of trace elements will be enhanced by the presence of colloids. The dynamics of colloids also completely change... [Pg.2503]

These preliminary investigations on the role of colloids in high-latitude rivers clearly shows differences compared to rivers from the tropics, even if the total dissolved organic content is similar. This observation shows that there is a potential interesting climatic control on the nature and dynamics of colloids. [Pg.2507]

PL quenching rate scales inversely with the QD diameter and can be understood in terms of a tunnelling of the electron (of the excited electron-hole pair) followed by a (self-) localization of the electron or formation of trap states. These observations are in line with the microscopic understanding of blinking phenomena of single QD. Our findings show also that single functionalized molecules can be considered as one of the probes for the complex interface physics and dynamics of colloidal semiconductor QD. [Pg.147]

T. S. Ahmadi S. L. Logunov M. A. El-Sayed, Picosecond dynamics of colloidal gold nanoparticles. /. Phys. Chem. 1996, 100, 8053-8056. [Pg.639]

Dhont JKG (1996) An introduction to dynamics of colloids. Elsevier, Amsterdam... [Pg.118]

Hunter, R.J., Introduction to Modern Colloid Science, Oxford University Press, Oxford, 1993. Russel, W.B., The Dynamics of Colloidal Systems, University of Wisconsin Press, Madison, Wisconsin, 1987. [Pg.577]

Klein R. Interacting Brownian particles the dynamics of colloidal suspensions. In Mallamace F, Stanley HE, eds. The Physics of Complete Systems. Amsterdam IOS Press, 1997 301-345. [Pg.52]

The study of colloidal crystals was initiated as part of research into the determination of phase diagrams for colloids, which itself was perceived as a means to model phase behaviour in molecular systems [22]. Extensive literature is available on the dynamics of colloidal crystal formation, as a function of several parameters, such as the nature of the solvent, surface charge, particle size and concentration. The results described here refer to the formation of colloidal crystals from dispersions of silica-coated gold nanoparticles in ethanol, after silica surface functionalization with 3-(trimethoxysilyl)propyl methacrylate (TPM). Earlier studies by Philipse and Vrij [23] showed that TPM adsorption leads to a reduction in surface charge, so that the particles are stable in organic solvents with low polarity, such as ethanol, toluene or DMF. This means that the particle be-... [Pg.240]

Dhont J K G 1996 An Introduction to Dynamics of Colloids (Amsterdam Elsevier)... [Pg.2693]

Zhang, J. Z. (2000) Interfacial Charge Carrier Dynamics of Colloidal Semicondnctor Nanoparticles. J. Phys. Chem. B, 104,7239-53. [Pg.352]

Dzwinel W, Yuen DA, Boryczko K (2002) Mesoscopic dynamics of colloids simulated with dissipative particle dynamics and fluid particle model. J Mol Model 8 33 3... [Pg.622]

Kazoe Y, Yoda M (2011) Experimental study of the effect of external electric fields on interfacial dynamics of colloidal particles. Langmuir 27 11481-11488... [Pg.1059]

The successes enjoyed by nanosciences in many fields [2-10] have resulted in a need for adequate theory and large-scale numerical simulations in order to understand what the various roles are played by surface effects, edge effects, or bulk effects in nanomaterials. The dynamics of colloidal particle transport calls not only for passive transport, but also for additional processes such as agglomeration/dispersion, driven interfaces, adsorption to pore wall grains, and biofihn interactions [4,11-14]. In many cases, there is a dire need to investigate these multi-scale structures, ranging from nanometers to micrometers in complex geometries, such as in vascular and porous systems [4,15-17]. [Pg.717]

As demonstrated already in Refs. [10,20,22,71,83,84,104,123,127] by changing just the nature of the conservative interactions between the fluid particles and by introducing also larger solid particles, we can easily model the different dynamics of colloids, micelles, colloidal crystals and aggregates. We consider two types of particles solvent droplets and colloidal beads. We assume... [Pg.759]

Intcrfacial Phenomena, Second Edition reflects the progress scientists have made in understanding the surface chemistry and interfacial dynamics of colloid and surfactant systems. The book also illustrates the growing applicability of these systems in a variety of fields including pharmaceuticals, cosmetics, detergents, paints, agricultural chemicals, and foods. [Pg.503]

Dukhin, S.S. and Lyklema, J. 1987. Dynamics of colloid particle interaction. Langmuir 3 94-98. [Pg.961]

P.M. Golz, Dynamics of colloids in polymer solutions, Ph.D. thesis. University of Edinburgh, Edinburgh, 1999... [Pg.172]

The MCT correctly describes the dynamics of colloidal glasses. " Its applicability to organic low-molecular-weight glass-forming systems is controversially discussed. [Pg.211]

Neglect of Hydrodynamic Interactions.—The coupling of hydrodynamic flow exerts a major influence on the dynamics of colloidal dispersions.In certain special cases, however, it has proved reasonable or expedient to neglect the hydrodynamic interactions. One such instance is the very dilute, electrostatically-stabilized dispersion in which particles interact via a screened Coulomb potential, that is, equation (2) with ku 1. [Pg.174]


See other pages where Dynamics of colloids is mentioned: [Pg.745]    [Pg.765]    [Pg.143]    [Pg.3]    [Pg.54]    [Pg.327]    [Pg.145]    [Pg.255]    [Pg.777]    [Pg.2519]    [Pg.550]    [Pg.37]    [Pg.129]    [Pg.472]    [Pg.751]    [Pg.154]    [Pg.463]   


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Colloid dynamics

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