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关于动态不稳定聚合物净组装的临界浓度。

On the critical concentration for net assembly of dynamically unstable polymers.

作者信息

Mullins R Dyche

机构信息

Howard Hughes Medical Institute and Department of Cellular and Molecular Pharmacology, University of California, San Francisco.

出版信息

bioRxiv. 2024 Apr 13:2024.04.12.589322. doi: 10.1101/2024.04.12.589322.

Abstract

Cytoskeletal and cytomotive filaments are protein polymers that move molecular cargo and organize cellular contents in all domains of life. A key parameter describing the self-assembly of many of these polymers -including actin filaments and microtubules- is the minimum concentration required for polymer formation. This 'critical concentration for net assembly' () is easy to calculate for eukaryotic actins but more difficult for dynamically unstable filaments such as microtubules and some bacterial polymers. To better understand how cells (especially bacteria) regulate assembly of dynamically unstable polymers I investigate the microscopic parameters that influence their critical concentrations. Assuming simple models for spontaneous nucleation and catastrophe I derive expressions for the monomer-polymer balance. In the absence of concentration-dependent rescue, fixed catastrophe rates do not produce clear critical concentrations. In contrast, simple ATP-/GTP-cap models with concentration-dependent catastrophe rates, generate phenomenological critical concentrations that increase linearly with the rate of nucleotide hydrolysis and decrease logarithmically with the rate of spontaneous nucleation.

摘要

细胞骨架和细胞运动细丝是蛋白质聚合物,它们在所有生命域中移动分子货物并组织细胞内容物。描述许多这些聚合物(包括肌动蛋白丝和微管)自组装的一个关键参数是聚合物形成所需的最低浓度。这种“净组装的临界浓度”()对于真核肌动蛋白很容易计算,但对于动态不稳定的细丝(如微管和一些细菌聚合物)则更难。为了更好地理解细胞(尤其是细菌)如何调节动态不稳定聚合物的组装,我研究了影响其临界浓度的微观参数。假设自发成核和灾难的简单模型,我推导出单体 - 聚合物平衡的表达式。在没有浓度依赖性救援的情况下,固定的灾难率不会产生明确的临界浓度。相比之下,具有浓度依赖性灾难率的简单ATP - / GTP帽模型会产生现象学上的临界浓度,该浓度随核苷酸水解速率线性增加,随自发成核速率对数下降。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/8230/11030398/b2cc0bb4c2d9/nihpp-2024.04.12.589322v1-f0001.jpg

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