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一种基于布朗动力学的反应扩散建模中增加时间尺度的计算方法。

A computational approach to increase time scales in Brownian dynamics-based reaction-diffusion modeling.

作者信息

Frazier Zachary, Alber Frank

机构信息

Program in Molecular and Computational Biology, University of Southern California, Los Angeles, CA, USA.

出版信息

J Comput Biol. 2012 Jun;19(6):606-18. doi: 10.1089/cmb.2012.0027.

DOI:10.1089/cmb.2012.0027
PMID:22697237
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC3375646/
Abstract

Particle-based Brownian dynamics simulations offer the opportunity to not only simulate diffusion of particles but also the reactions between them. They therefore provide an opportunity to integrate varied biological data into spatially explicit models of biological processes, such as signal transduction or mitosis. However, particle based reaction-diffusion methods often are hampered by the relatively small time step needed for accurate description of the reaction-diffusion framework. Such small time steps often prevent simulation times that are relevant for biological processes. It is therefore of great importance to develop reaction-diffusion methods that tolerate larger time steps while maintaining relatively high accuracy. Here, we provide an algorithm, which detects potential particle collisions prior to a BD-based particle displacement and at the same time rigorously obeys the detailed balance rule of equilibrium reactions. We can show that for reaction-diffusion processes of particles mimicking proteins, the method can increase the typical BD time step by an order of magnitude while maintaining similar accuracy in the reaction diffusion modelling.

摘要

基于粒子的布朗动力学模拟不仅提供了模拟粒子扩散的机会,还提供了模拟它们之间反应的机会。因此,它们为将各种生物学数据整合到生物过程的空间明确模型中提供了机会,例如信号转导或有丝分裂。然而,基于粒子的反应扩散方法通常受到准确描述反应扩散框架所需的相对较小时间步长的阻碍。如此小的时间步长往往会妨碍与生物过程相关的模拟时间。因此,开发能够容忍更大时间步长同时保持相对高精度的反应扩散方法非常重要。在这里,我们提供了一种算法,该算法在基于BD的粒子位移之前检测潜在的粒子碰撞,同时严格遵守平衡反应的详细平衡规则。我们可以表明,对于模拟蛋白质的粒子的反应扩散过程,该方法可以将典型的BD时间步长提高一个数量级,同时在反应扩散建模中保持相似的精度。

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本文引用的文献

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Diffusion in crowded biological environments: applications of Brownian dynamics.拥挤生物环境中的扩散:布朗动力学的应用
BMC Biophys. 2011 Mar 2;4:3. doi: 10.1186/2046-1682-4-3.
2
Crowding effects on protein association: effect of interactions between crowding agents.拥挤效应对蛋白质聚集的影响:拥挤剂相互作用的影响。
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Exploring the spatial and temporal organization of a cell's proteome.探索细胞蛋白质组的空间和时间组织。
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Crowding and hydrodynamic interactions likely dominate in vivo macromolecular motion.拥挤和流体动力相互作用可能在体内大分子运动中起主导作用。
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Cellular dynamic simulator: an event driven molecular simulation environment for cellular physiology.细胞动力学模拟器:用于细胞生理学的事件驱动分子模拟环境。
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Crowding effects on association reactions at membranes.膜上缔合反应的拥挤效应。
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Accurate particle-based simulation of adsorption, desorption and partial transmission.准确的基于粒子的吸附、解吸和部分传输模拟。
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