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. 2010 May;148(1-3):23-7.
doi: 10.1016/j.bpc.2010.02.001. Epub 2010 Feb 10.

Self-association of Zn-insulin at neutral pH: investigation by concentration gradient--static and dynamic light scattering

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Self-association of Zn-insulin at neutral pH: investigation by concentration gradient--static and dynamic light scattering

Arun K Attri et al. Biophys Chem. 2010 May.

Abstract

Equilibrium self-association of Zn-insulin at pH 7.0 was characterized over the range 0.3-5mg/mL by simultaneous measurement of static and dynamic light scattering. Analysis of static light scattering yielded a concentration-dependent weight-average molecular weight, and analysis of dynamic light scattering yielded a concentration-dependent intensity-average diffusion coefficient. The concentration dependence of both quantities may be accounted for to within experimental precision by a simple model, according to which the basic structural unit of Zn-insulin at concentrations exceeding 0.3mg/mL is a hexamer H. With increasing total protein concentration, hexameric protomers may self-associate in accordance with an isodesmic scheme in which a protomer may add to any prexisting oligomer H(n) to form H(n+1) with an invariant stepwise equilibrium association constant.

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Figures

Figure 1
Figure 1
Scattering intensity in units of R/Kopt plotted as a function of the w/v concentration of Zn-insulin and scattering angle θ, prior to removal of statistical outliers and combination of data obtained at all angles for each protein concentration.
Figure 2
Figure 2
Normalized autocorrelation functions measured for the following insulin concentrations: 4.99 g/l (green), 2.52 g/l (red), and 0.48 g/l (blue), plotted together with curves calculated according to the best fit of equation (1) to the respective data set.
Figure 3
Figure 3
Chromatographic elution patterns obtained following injection of insulin solutions of 4 mg/ml (dashed) and 2 mg/ml concentration (solid), as monitored by intensity of 90° scattering.
Figure 4
Figure 4
Scattering intensity in units of R/Kopt plotted as a function of the concentration of Zn-insulin. Dotted curve is best fit of isodesmic equilibrium association model, calculated using equation (7) with best-fit values of M1 and log Ka given in the text.
Figure 5
Figure 5
Dapp plotted as a function of the concentration of Zn-insulin. Solid curve is the best fit of the isodesmic equilibrium association model, calculated using equations (5), (6), (8), and (9), with the best-fit values of M1, log Ka, and D1 given in the text.
Figure 6
Figure 6
Semilog plot of the mass fraction of major association states, calculated according to the equilibrium scheme of Milthorpe et al [3] (blue curves) and the present work (black curves) plotted against insulin concentration. M* and H* represent the relative abundances of monomer and hexamer according to Milthorpe et al, and H, H2, H3, and H4 represent the relative abundances of hexamer and the dimer, trimer, and tetramer of hexamers calculated according to the best-fit isodesmic association model. Solid lines are plotted over the range of experimental measurement. Dotted blue lines represent extrapolation to lower concentration, and the dotted red line represents a hypothetical “patch” between the highest concentration results of Milthorpe et al and the lowest concentration results obtained in the present work.
Figure 7
Figure 7

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