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arXiv 0812.2779physics.bio-ph
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参与随机拉锯战的分子马达的运动状态

Motility states of molecular motors engaged in a stochastic tug-of-war

Melanie J. I. Muller, Stefan Klumpp, Reinhard Lipowsky

摘要:

细胞内运输是由分子马达介导的,分子马达沿着细胞骨架丝拉动货物。许多货物是双向移动的,由两组马达沿着灯丝向相反的方向移动来运输。我们最近介绍了一个随机拔河模型,这种情况。该模型将货物的运动描述为二维状态空间上的马尔可夫过程,该二维状态空间由活动正电机和活动负电机的数量定义。尽管它的简单性,这种拔河模型导致一个复杂的依赖的货物运动的电机参数。我们提出了新的数值结果的依赖所涉及的电机的数量。此外,我们推导出一个简单而直观的尖锐最大值近似,从中只需四个简单的不等式即可获得货物运动状态。这种方法提供了一种快速可靠的方法来确定货物运动给定的实验系统。

英文摘要:

Intracellular transport is mediated by molecular motors that pull cargos along cytoskeletal filaments. Many cargos move bidirectionally and are transported by two teams of motors which move into opposite directions along the filament. We have recently introduced a stochastic tug-of-war model for this situation. This model describes the motion of the cargo as a Markov process on a two-dimensional state space defined by the numbers of active plus and active minus motors. In spite of its simplicity, this tug-of-war model leads to a complex dependence of the cargo motility on the motor parameters. We present new numerical results for the dependence on the number of involved motors. In addition, we derive a simple and intuitive sharp maxima approximation, from which one obtains the cargo motility state from only four simple inequalities. This approach provides a fast and reliable method to determine the cargo motility for a given experimental system.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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