1967
DOI: 10.1021/j100872a053
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Quantitative studies of rapid polymerization equilibrium by gel filtration. The z-average elution volume of a reaction boundary

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1969
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Cited by 18 publications
(5 citation statements)
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“…Consequently, the data conform very well with the law of mass action, written in logarithmic form, for a monomer-dimer system. This result thus confirms earlier claims (Winzor & Scheraga, 1964;Winzor et al, 1967) that a-chymotrypsin undergoes reversible dimerization under these conditions. Furthermore, the mean value of 3.5 ± 0.1 L/g for the dimerization constant that is deduced from all of the [aA(r), c(r)] data is in very good agreement with previous estimates of 3.8 (Winzor & Scheraga, 1964), 7 (Winzor et al, 1967), 1: Analysis of equilibrium sedimentation experiments on -chymotrypsin in I = 0.2 acetate-chloride, pH 3.86, by means of the ( ) analysis (Milthorpe et al, 1975): representative plot of the extrapolation involved in determining aA(rF), the activity of monomer at reference total enzyme concentration c(rF), which has been fixed at 1.87 g/L in each of five experiments.…”
Section: Resultssupporting
confidence: 92%
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“…Consequently, the data conform very well with the law of mass action, written in logarithmic form, for a monomer-dimer system. This result thus confirms earlier claims (Winzor & Scheraga, 1964;Winzor et al, 1967) that a-chymotrypsin undergoes reversible dimerization under these conditions. Furthermore, the mean value of 3.5 ± 0.1 L/g for the dimerization constant that is deduced from all of the [aA(r), c(r)] data is in very good agreement with previous estimates of 3.8 (Winzor & Scheraga, 1964), 7 (Winzor et al, 1967), 1: Analysis of equilibrium sedimentation experiments on -chymotrypsin in I = 0.2 acetate-chloride, pH 3.86, by means of the ( ) analysis (Milthorpe et al, 1975): representative plot of the extrapolation involved in determining aA(rF), the activity of monomer at reference total enzyme concentration c(rF), which has been fixed at 1.87 g/L in each of five experiments.…”
Section: Resultssupporting
confidence: 92%
“…Because of the uncertainty created by these conflicting viewpoints, we have investigated the binding of /V-acetyl-Ltryptophan to -chymotrypsin in / = 0.2 acetate-chloride, pH 4, a medium in which (a) polymerization of the enzyme is restricted to a monomer-dimer equilibrium (Winzor & Scheraga, 1964; Winzor et al, 1967; Morimoto & Kegeles, 1967; Auné & Timasheff, 1971; Horbett & Teller, 1973Gorbunoff et al, 1978) and (b) the problem of autolysis in equilibrium binding studies by frontal gel chromatography (Nichol et al, 1972) is minimal. A combination of equilibrium sedimentation, gel chromatographic, and enzyme kinetic studies has been used to evaluate the binding constants for the interactions of /V-acetyl-L-tryptophan with monomeric and dimeric a-chymotrypsin.…”
mentioning
confidence: 99%
“…The stability of the CheA dimer was investigated by frontal gel filtration at 4°C (22). No change in the elution profile was observed for CheA over a 15-fold change in concentration ranging from 3 ,uM to 45 ,uM (data not shown).…”
Section: Resultsmentioning
confidence: 96%
“…The association equilibrium was quantified in terms of stoichiometry ( n ) and association constant ( K ). Assignment of magnitudes to the elution volumes of monomer for two-state self-association ( n M ⇆ P) allowed the weight-fraction of monomer, f M , in each applied solution to be calculated as fM=(VwVP)(VMVP) The reaction stoichiometry ( n ) was deduced [24] by analyzing the [ C t , f M ] data set in terms of the logarithmic transform of the law of mass action for two-state self-association ( n M ⇆ P) governed by association constant K , namely log[(1fM)Ct]=log(nK)+nlog(fMCt) where C t is the base-molar concentration (weight-concentration divided by monomer molecular mass). To avoid the bias of statistical weighting imposed by use of the linear transform, K was obtained by direct analysis of the [ C t , f M ] data set in terms of the untransformed relationship (1fM)Ct=nK(fMCt)n using the integer value of n deduced from the slope of the linear dependence of log [(1 – f M ) C t ] upon log ( f M C t ).…”
Section: Discussionmentioning
confidence: 99%