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昼夜节律与分子噪声。

Circadian rhythms and molecular noise.

作者信息

Gonze Didier, Goldbeter Albert

机构信息

Faculté des Sciences, Université Libre de Bruxelles, Campus Plaine, C.P. 231, B-1050 Brussels, Belgium.

出版信息

Chaos. 2006 Jun;16(2):026110. doi: 10.1063/1.2211767.

Abstract

Circadian rhythms, characterized by a period of about 24 h, are the most widespread biological rhythms generated autonomously at the molecular level. The core molecular mechanism responsible for circadian oscillations relies on the negative regulation exerted by a protein on the expression of its own gene. Deterministic models account for the occurrence of autonomous circadian oscillations, for their entrainment by light-dark cycles, and for their phase shifting by light pulses. Stochastic versions of these models take into consideration the molecular fluctuations that arise when the number of molecules involved in the regulatory mechanism is low. Numerical simulations of the stochastic models show that robust circadian oscillations can already occur with a limited number of mRNA and protein molecules, in the range of a few tens and hundreds, respectively. Various factors affect the robustness of circadian oscillations with respect to molecular noise. Besides an increase in the number of molecules, entrainment by light-dark cycles, and cooperativity in repression enhance robustness, whereas the proximity of a bifurcation point leads to less robust oscillations. Another parameter that appears to be crucial for the coherence of circadian rhythms is the binding/unbinding rate of the inhibitory protein to the promoter of the clock gene. Intercellular coupling further increases the robustness of circadian oscillations.

摘要

昼夜节律以大约24小时的周期为特征,是在分子水平自主产生的最广泛的生物节律。负责昼夜振荡的核心分子机制依赖于一种蛋白质对其自身基因表达的负调控。确定性模型解释了自主昼夜振荡的发生、它们受明暗周期的调节以及它们受光脉冲的相移。这些模型的随机版本考虑了调控机制中涉及的分子数量较少时出现的分子波动。随机模型的数值模拟表明,分别在几十和几百的范围内,有限数量的mRNA和蛋白质分子就能产生稳健的昼夜振荡。各种因素会影响昼夜振荡相对于分子噪声的稳健性。除了分子数量增加、明暗周期调节以及抑制作用中的协同作用会增强稳健性外,分岔点的接近会导致振荡的稳健性降低。另一个对于昼夜节律的连贯性似乎至关重要的参数是抑制性蛋白质与生物钟基因启动子的结合/解离速率。细胞间耦合进一步增强了昼夜振荡的稳健性。

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