Foster D M, Jacquez J A
Biochim Biophys Acta. 1976 Jun 4;436(1):210-21. doi: 10.1016/0005-2736(76)90232-7.
In 1972, Lieb, W. R. and Stein, W. D. (Biochim, Biophys. Acta 265, 187-207) in their review of sugar transport in human erythrocytes concluded that the conventional two-state carrier model was inconsistent with the experimental data available at that time. Since then, other papers have appeared which question the validity of the model. In this paper, we give a brief derivation of the equations describing the two-state carrier model, and analyze the predictions of the model in the classical experiments, i.e. zero-trans, infinite-cis, and equilibrium exchange. We show that the estimate of the half saturation constant of 2.8 mM for glucose at the inner face of the human red cell membrane for the infinite-cis procedure reported by Hankin, B.L., Liev, W.R. and Stein, W.D ((1972) Biochim. Biophys. Acta 288, 114-126) is unreliable. We note that all of the other experimental findings are consistent with the asymmetric carrier model.
1972年,利布(Lieb, W. R.)和斯坦(Stein, W. D.)(《生物化学与生物物理学学报》265卷,187 - 207页)在其关于人类红细胞中糖转运的综述中得出结论,传统的双态载体模型与当时可得的实验数据不一致。从那时起,出现了其他一些对该模型有效性提出质疑的论文。在本文中,我们简要推导了描述双态载体模型的方程,并分析了该模型在经典实验(即零转运、无限顺式和平衡交换)中的预测。我们表明,汉金(Hankin, B.L.)、利布(Liev, W.R.)和斯坦(Stein, W.D.)((1972年)《生物化学与生物物理学学报》288卷,114 - 126页)报道的无限顺式过程中人类红细胞膜内表面葡萄糖半饱和常数2.8 mM的估计值不可靠。我们注意到所有其他实验结果都与不对称载体模型一致。