模拟线性路径动力学中催化剂相分离的空间约束和尺度效应

Nino Lauber, Ondrej Tichacek, Krishnadev Narayanankutty, Daniele De Martino, Kepa Ruiz-Mirazo
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引用次数: 0

摘要

化学反应通常是在假设底物和催化剂在整个体系中混合良好(WM)的情况下研究的。虽然这通常适用于试管实验条件,但在细胞环境中并不现实,因为生物分子可以进行液-液相分离(LLPS)并形成凝聚物,从而导致重要的功能结果,包括催化作用的调节。类似的过程也可能在原始细胞系统中发挥作用,如原始棘虫,或在膜辅助的益生元途径中。在这里,我们探讨了催化剂的脱混是否会导致微环境的形成,从而影响线性(多步骤)反应途径的动力学,与WM系统相比。我们实现了一个通用的网格模型来模拟不同催化剂集合的LLPS,并将其扩展到包括扩散和小底物的一系列反应。我们对催化剂的相分离如何影响反应时间进行了定量分析,这取决于底物和催化剂之间的亲和力、反应途径的长度、系统大小和凝聚物的均匀性程度。在这两种情景之间所报道的差异的一个关键方面是在wm系统中观测到的尺度不变性被冷凝过程打破。我们的结果对平均场化学的主要理论意义是绘制的,扩展了质量作用动力学方案,包括底物初始撞击时间,以达到催化剂凝聚物。我们最终通过考虑开放非线性条件来测试这种方法,在这些条件下,我们通过微观模拟成功地预测了相分离抑制化学振荡行为,为这种复杂动态行为在实际代谢中发挥的边缘作用提供了可能的解释。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modelling spatial constraints and scaling effects of catalyst phase separation on linear pathway kinetics
Chemical reactions are usually studied under the assumption that both substrates and catalysts are well mixed (WM) throughout the system. Although this is often applicable to test-tube experimental conditions, it is not realistic in cellular environments, where biomolecules can undergo liquid-liquid phase separation (LLPS) and form condensates, leading to important functional outcomes, including the modulation of catalytic action. Similar processes may also play a role in protocellular systems, like primitive coacervates, or in membrane-assisted prebiotic pathways. Here we explore whether the de-mixing of catalysts could lead to the formation of micro-environments that influence the kinetics of a linear (multi-step) reaction pathway, as compared to a WM system. We implemented a general lattice model to simulate LLPS of an ensemble of different catalysts and extended it to include diffusion and a sequence of reactions of small substrates. We carried out a quantitative analysis of how the phase separation of the catalysts affects reaction times depending on the affinity between substrates and catalysts, the length of the reaction pathway, the system size, and the degree of homogeneity of the condensate. A key aspect underlying the differences reported between the two scenarios is that the scale invariance observed in the WM system is broken by condensation processes. The main theoretical implications of our results for mean-field chemistry are drawn, extending the mass action kinetics scheme to include substrate initial hitting times to reach the catalysts condensate. We finally test this approach by considering open non-linear conditions, where we successfully predict, through microscopic simulations, that phase separation inhibits chemical oscillatory behaviour, providing a possible explanation for the marginal role that this complex dynamic behaviour plays in real metabolisms.
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