Kraus M, Wolf B
AG Medizinische Physik und Elektronemikroskopie, Institut für Immunobiologie, Albert-Ludwigs-Universität, Freiburg, FRG.
Biol Signals. 1993 Jan-Feb;2(1):1-15. doi: 10.1159/000109473.
In the last few years, an immense amount of experimental data on agonist-induced cytosolic Ca2+ oscillations has emphasized the necessity of theoretical models accounting for these phenomena. In the first part of the paper, a critical analysis of different minimal Ca2+ oscillator models is presented, which reveals that not all of the so far proposed mechanisms are capable to reproduce experimental data adequately. The second part of the paper is devoted to a computational method using a stochastic simulation algorithm which describes the time evolution of Ca2+ oscillations at the molecular level. In contrast to the deterministic formulation of the models presented so far, the stochastic treatment takes account of the inherent fluctuations of cytosolic Ca2+ in cellular subcompartments. In the macroscopic limit, the stochastic models display dynamics analogous to the deterministic ones.
在过去几年中,关于激动剂诱导的胞质Ca2+振荡的大量实验数据凸显了理论模型解释这些现象的必要性。在本文的第一部分,对不同的最小Ca2+振荡器模型进行了批判性分析,结果表明,并非所有迄今提出的机制都能充分再现实验数据。本文的第二部分致力于一种使用随机模拟算法的计算方法,该算法在分子水平上描述了Ca2+振荡的时间演化。与迄今提出的模型的确定性表述不同,随机处理考虑了细胞亚区室中胞质Ca2+的固有波动。在宏观极限下,随机模型表现出与确定性模型类似的动力学。