1988
DOI: 10.1016/0022-0248(88)90382-x
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Assessment of the strain in small sodium chlorate crystals and its relation to growth rate dispersion

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Cited by 101 publications
(61 citation statements)
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“…This phenomenon, termed growth rate dispersion, can be a consequence of differences in dislocation structure between equivalent crystallographic faces of the crystal (CHERNOV et al 1986), or the degree of crystal lattice strain (MITROVIC 1989, ZACHER, MERSMANN 1995, RISTIC et al 1988, MITROVIC et al 1990, VAN DER HEIJDEN, VAN DER EERDEN 1992). Earlier, growth rate dispersions were described by different distributions with only one maximum.…”
Section: Introductionmentioning
confidence: 99%
“…This phenomenon, termed growth rate dispersion, can be a consequence of differences in dislocation structure between equivalent crystallographic faces of the crystal (CHERNOV et al 1986), or the degree of crystal lattice strain (MITROVIC 1989, ZACHER, MERSMANN 1995, RISTIC et al 1988, MITROVIC et al 1990, VAN DER HEIJDEN, VAN DER EERDEN 1992). Earlier, growth rate dispersions were described by different distributions with only one maximum.…”
Section: Introductionmentioning
confidence: 99%
“…Similar observations of growth rate increase with crystal size abound in the mass crystallization literature (Ulrich & Kruse, 1990;Tulke & Offermann 1990;Zacher & Mersmann, 1995), where this phenomenon is studied to reduce unwanted growth rate dispersion. In investigation of individual crystals of sodium chlorate (Ristic, Sherwood & Wojciechowski, 1988, Rochelle salt (Mitrovic, 1994) and ammonium sulfate ((3 Meandra, Kramer & van Rosmalen, 1995), the lower growth rates of smaller crystals were correlated to their topographically determined higher strain densities. These were envisaged, in turn, to increase the solubility of the smaller crystals and, hence, to decrease the supersaturation and growth rate.…”
Section: Core Lattice Strain and Growth Ratementioning
confidence: 99%
“…From the experimental determination of the solubility data for ibuprofen in solvents, the enthalpy and entropy of dissolution were calculated using the van't Hoff equation: (15) where X is the mole fraction of solute in solution and ∆H diss and ∆S diss are the enthalpy and entropy of dissolution, respectively;…”
Section: Data Analysis 341 Solubilitymentioning
confidence: 99%
“…Linking these two, quite distinctive, sets of measurements is a challenge mindful of the quite different hydrodynamic environments involved. For example in the former case whilst measurements are made on the individual growth faces, the influence imposed either by the hydrodynamic environment associated with the measurements or by the selection of the specific seeds [15] for the studies is not really defined. Similarity, in the latter case, it is hard to extract out the kinetics associated with the growth of the individual habit faces.…”
Section: Introductionmentioning
confidence: 99%