2007
DOI: 10.1021/la700489e
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Temperature Dependence of Thermodiffusion in Aqueous Suspensions of Charged Nanoparticles

Abstract: Measurements of particle flows driven by temperature gradients are conducted as a function of temperature on aqueous suspensions of polystyrene nanoparticles and proteins of T4 lysozyme and mutant variants of T4 lysozyme. The thermodiffusion coefficients are measured using a microfluidic beam deflection technique on suspensions with particle concentrations on the order of 1 vol %. At T < or ~ 20 degrees C, all of the nanoparticles studied migrate to the hot regions of the fluid; i.e., the thermodiffusion coeff… Show more

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Cited by 137 publications
(206 citation statements)
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“…[24] On the other hand, S T decreased with the concentration of the colloid and may even switch the sign from positive to negative. [25] Similar results were reported for solutions of molecules.…”
Section: Perikinetic Foulingmentioning
confidence: 99%
“…[24] On the other hand, S T decreased with the concentration of the colloid and may even switch the sign from positive to negative. [25] Similar results were reported for solutions of molecules.…”
Section: Perikinetic Foulingmentioning
confidence: 99%
“…It had been known for a while that in some colloidal suspensions the particles move to the cold, and in others to the warm, corresponding to a positive and negative Soret effect, respectively [5][6][7]. Recent experiments on aqueous solutions of lysozyme protein [8,9], polystyrene beads [9][10][11][12], micelles [11], DNA [13], and Ludox particles [14] revealed a surprisingly similar temperature dependence in the range T = 0...80…”
mentioning
confidence: 99%
“…We discuss the size dependence of the Soret coefficient of large colloidal particles. For charged polystyrene beads confined in an 10-micron chamber, a quadratic variation S T ∝ R 2 was found for radii ranging from 20 nm to 1 µm [18], whereas subsequent experiments reported a linear dependence S T ∝ R for both solid particles [21][22][23][24] and microemulsion droplets [25] The Gibbs energy of large particles is proportional to the surface area, G ∝ R 2 , resulting in the quadratic law S T ∝ R 2 for Eastman's expression (2), which has been used for fitting the data of Ref. [18].…”
Section: E Comparison With Experimentsmentioning
confidence: 92%
“…On the other hand, since the Einstein coefficient is inversely proportional to the radius and D T independent of the particle size [8,33,36], the ratio (15) results in S T ∝ R, in agreement with the data of Refs. [21][22][23][24][25]. A more complex situation occurs for strongly hydrophobic particles with a finite slip length, where a quadratic dependence is obtained for intermediate particle size [40]; yet this effect can be discarded for micron-sized beads.…”
Section: E Comparison With Experimentsmentioning
confidence: 99%