Klinov S V, Kurganov B I
Biokhimiia. 1994 Jun;59(6):848-60.
The kinetics of glycogen chains growth catalyzed by glycogen phosphorylase b from rabbit skeletal muscles at saturating glycogen concentrations have been studied. The applicability of twelve different variants of the Monod-Wyman-Changeux model and six kinetic schemes assuming the interaction of AMP- and glucose 1-phosphate binding sites in the dimeric enzyme molecule is discussed. The kinetic model of the reaction is proposed which suggests: (1) independent binding of AMP and a molecule of glucose 1-phosphate to the dimeric enzyme molecule saturated by glycogen; (2) exclusive binding of the second glucose 1-phosphate molecule by the dimeric enzyme molecule containing two molecules of bound AMP and one molecule of bound glucose 1-phosphate; (3) exclusive ability of the enzyme complex with glycogen, two molecules of AMP and two molecules of glucose 1-phosphate in catalytic transformation. The parameters of the rate equation were calculated by nonlinear regression analysis. The proposed kinetic scheme satisfies the following criteria: (1) convergence in the regressional analysis; (2) reliability of the parameter values; (3) the minimal sum of the weighed squares of residuals. This model was found to fit adequately the kinetics of muscle phosphorylase b reaction at saturating glycogen concentrations.
对兔骨骼肌糖原磷酸化酶b在糖原浓度饱和时催化糖原链生长的动力学进行了研究。讨论了Monod-Wyman-Changeux模型的十二种不同变体以及六种动力学方案的适用性,这些方案假设在二聚体酶分子中AMP和1-磷酸葡萄糖结合位点之间存在相互作用。提出了该反应的动力学模型,该模型表明:(1)AMP和一分子1-磷酸葡萄糖独立结合到被糖原饱和的二聚体酶分子上;(2)含有两分子结合的AMP和一分子结合的1-磷酸葡萄糖的二聚体酶分子排他性结合第二分子1-磷酸葡萄糖;(3)与糖原、两分子AMP和两分子1-磷酸葡萄糖形成的酶复合物具有催化转化的排他能力。通过非线性回归分析计算速率方程的参数。所提出的动力学方案满足以下标准:(1)回归分析中的收敛性;(2)参数值的可靠性;(3)残差加权平方和最小。发现该模型充分拟合了糖原浓度饱和时肌肉磷酸化酶b反应的动力学。