MEAN-SQUARE RADIUS OF MOLECULES AND SECONDARY INSTRUMENTAL BROADENING

Authors
Citation
Pj. Wyatt, MEAN-SQUARE RADIUS OF MOLECULES AND SECONDARY INSTRUMENTAL BROADENING, Journal of chromatography, 648(1), 1993, pp. 27-32
Citations number
11
Categorie Soggetti
Chemistry Analytical
Journal title
Volume
648
Issue
1
Year of publication
1993
Pages
27 - 32
Database
ISI
SICI code
Abstract
In a chromatographic separation such as size-exclusion chromatography, the concentrations of the injected molecules are generally so low by the time they reach the light-scattering (LS) detector that terms invo lving the second virial coefficient may be neglected in the equations which relate the measured Rayleigh excess ratio to the derived molecul ar weights and sizes. For sufficiently large molecules (root mean squa re radius greater than about 10 nm for 633 nm incident light wavelengt h), the root mean square radius may be calculated independently of the molecular concentration from the Rayleigh ratios measured as a functi on of scattering angle. Precise measurements of the root mean square r adius are presented for some nearly monodisperse polystyrene standards . These measurements confirm that the eluting molecules have a nearly constant size over a relatively broad range of elution volumes, yet th e corresponding mass values are not constant. This inconsistency is sh own to be due to a secondary instrumental broadening (IB) of the sampl e which occurs primarily in the refractive index detector which follow s the LS detector. This secondary IB, which may be calculated from the distorted mass versus elution volume curves, is shown to vary with mo lecular mass.