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Microscopic investigations of homogeneous nucleationin charged sphere suspensions

We studied the homogeneous nucleation kinetics of an aqueous suspension of charged colloidal spheres under de-ionized conditions. Samples of equilibrium crystalline structure were shear molten and the metastable melt left to solidify after cessation of shear. At low particle number densities n , cor...

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Published in:The Journal of chemical physics 2005-10, Vol.123 (17), p.174902-174902-11
Main Authors: Wette, Patrick, Schöpe, Hans Joachim, Palberg, Thomas
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Summary:We studied the homogeneous nucleation kinetics of an aqueous suspension of charged colloidal spheres under de-ionized conditions. Samples of equilibrium crystalline structure were shear molten and the metastable melt left to solidify after cessation of shear. At low particle number densities n , corresponding to low metastability of the melt, nucleation was monitored directly via video microscopy. We determined the nucleation rates Γ ( t ) by counting the number of newly appearing crystals in the observation volume per unit time. Using a suitable discrete adaptation of Avrami 's [ J. Chem. Phys. 7 , 1003 ( 1939 ) ; J. Chem. Phys. 8 , 212 ( 1940 ) ; J. Chem. Phys. 9 , 177 ( 1941 ) ] model for solidification via homogeneous nucleation and subsequent growth, we calculate the remaining free volume V F ( t ) to obtain the rate densities J ( t ) = Γ ( t ) ∕ V F ( t ) . We observe J ( t ) to rise steeply, display a plateau at a maximum rate density J max , and to decrease again. With increased n the plateau duration shrinks while J max increases. At low to moderate number densities fully solidified samples were analyzed by microscopy to obtain the grain-size distribution and the average crystallite size ⟨ L ⟩ . Under the assumption of stationarity, we obtained the nucleation rate density J Avr , which increased strongly with increasing n . Interestingly, J Avr agrees quantitatively to J max and to J Avr as obtained previously from scattering data taken on the same sample at large n . Thus, by combination of different methods, reliable nucleation rate densities are now available over roughly one order of magnitude in n and eight orders of magnitude in J .
ISSN:0021-9606
1089-7690
DOI:10.1063/1.2075047