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胰腺β细胞中刺激-分泌偶联的数学建模。I. 胰岛素释放的动力学

Mathematical modelling of stimulus-secretion coupling in the pancreatic B-cell. I. Dynamics of insulin release.

作者信息

Scholler Y, De Maertelaer V, Malaisse W J

出版信息

Acta Diabetol Lat. 1983 Oct-Dec;20(4):329-40. doi: 10.1007/BF02581164.

Abstract

A mathematical model for cyclic AMP-Ca2+ interactions in pancreatic islets, defined in a previous study, was modified to include two new features. First, the cytosol and vacuolar Ca2+ pools were stratified in a cortical layer (representing 1 to 20% of the total cellular pool) and central core. Second, the changes in Ca2+ inflow and Ca2+ fractional outflow rate evoked by a rise in glucose concentration were discontinued during the 3rd and 4th min of stimulation. In this onion leaf sheet model, the biphasic pattern of glucose-induced insulin release could be simulated. This new model emphasizes the significance of both cytosol heterogeneity and signal discontinuity in the dynamics of insulin secretion.

摘要

先前研究中定义的胰岛中环状AMP - Ca2+相互作用的数学模型进行了修改,纳入了两个新特性。首先,细胞质和液泡Ca2+池被分层为皮质层(占细胞总池的1%至20%)和中央核心。其次,在刺激的第3分钟和第4分钟期间,葡萄糖浓度升高引起的Ca2+流入和Ca2+分数流出率的变化停止。在这个洋葱叶薄片模型中,可以模拟葡萄糖诱导的胰岛素释放的双相模式。这个新模型强调了细胞质异质性和信号不连续性在胰岛素分泌动力学中的重要性。

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