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arXiv 0704.0634q-bio.BMq-bio.QM
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一种计算蛋白质简正模和力学响应的有限元框架

A Finite Element framework for computation of protein normal modes and mechanical response

Mark Bathe

摘要:

提出了一种基于有限元法的粗粒度计算方法,用于计算蛋白质及其超分子组装体的简正模和力学响应。受弹性网络模型的启发,蛋白质被建模为均匀的各向同性弹性固体,其体积由其排除溶剂的表面定义。离散有限元表示使用表面简化算法,便于生成任意规定的空间分辨率的模型。该程序被施加到计算正常模式的突变体的T4噬菌体溶菌酶和丝状肌动蛋白,以及后者的临界欧拉屈曲载荷时,受到轴向压缩。结果与全原子简正模分析,旋转平移块程序和实验相比毫不逊色。所提出的方法建立了一个计算框架,用于计算蛋白质的机械响应,便于将特定的原子级相互作用纳入模型,包括水电解质介导的静电效应。该程序同样适用于已知原子坐标的蛋白质,因为它是蛋白质,蛋白质复合物,和未知原子结构的超分子组装的电子密度图。

英文摘要:

A coarse-grained computational procedure based on the Finite Element Method is proposed to calculate the normal modes and mechanical response of proteins and their supramolecular assemblies. Motivated by the elastic network model, proteins are modeled as homogeneous isotropic elastic solids with volume defined by their solvent-excluded surface. The discretized Finite Element representation is obtained using a surface simplification algorithm that facilitates the generation of models of arbitrary prescribed spatial resolution. The procedure is applied to compute the normal modes of a mutant of T4 phage lysozyme and of filamentous actin, as well as the critical Euler buckling load of the latter when subject to axial compression. Results compare favorably with all-atom normal mode analysis, the Rotation Translation Blocks procedure, and experiment. The proposed methodology establishes a computational framework for the calculation of protein mechanical response that facilitates the incorporation of specific atomic-level interactions into the model, including aqueous-electrolyte-mediated electrostatic effects. The procedure is equally applicable to proteins with known atomic coordinates as it is to electron density maps of proteins, protein complexes, and supramolecular assemblies of unknown atomic structure.

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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