## Synopsis A consideration of the meaning of the second moment method for the determination of sedimentation coefficients reveals potential convective instability in the sedimentation of all reversibly aggregating systems for which dissociation is favored by pressure.
Effects of hydrostatic pressure on boundary spreading in sedimentation velocity experiments
β Scribed by Billick, Irwin H.
- Publisher
- John Wiley and Sons
- Year
- 1962
- Weight
- 485 KB
- Volume
- 62
- Category
- Article
- ISSN
- 0022-3832
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β¦ Synopsis
Abstract
The effects of hydrostatic pressure on boundary spreading in sedimentation velocity experiments have been investigated, both theoretically and on a sample of polystyrene. A series of equations is given for obtaining the integral and differential distribution of sedimentation coefficients when pressure effects are present. These equations were derived on the basis of Fujita's mathematical treatment of the sedimentation of a monodispersed, pressureβdependent system when diffusion and concentration effects are absent. Using these equations, distributions of sedimentation coefficients are calculated for a sample of polymer with a low polydispersity. The results obtained are compared with those obtained when pressure effects are neglected. The major change is a shift of the curve to higher sedimentation coefficient values, with a slight broadening of the distribution. However, it was found that the ratio of the weightβaverage to numberβaverage molecular weight does not change appreciably.
π SIMILAR VOLUMES
## Abstract We present the results of accurate numerical solutions to the Lamm equation, including the effects of hydrostatic pressure, in order to check methods for the estimation of parameters based on a diffusionless theory. Some estimates of boundary spreading due to diffusion are given. The re
The sedimentation velocity of multiparticle suspensions was investigated expetimentally for cases where the column wall is likely to have a nonnegligible effect. The experiments demonstrate that the container wall diameter influences the falling velocity only for dilute systems, which is in contrast