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Molecules: What Kind of a Bag of Atoms?

机译:分子:什么样的原子袋?

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摘要

As discussed by Liang and Dill, Enright and Leitner, and others, proteins are not 3D objects. We study an expanded macromolecular data set ranging from proteins to RNA, lipids, and viruses, and remove surface effects and size bias. Molecules and molecular assemblies with more than 1000 backbone atoms have a volume fractal dimension of DV ) 2.70 ( 0.05 by the embedded sphere method and DV ) 2.71 ( 0.04 by the ensemble method using radius of gyration as the size measure. The much larger DV ) 2.89 ( 0.05 obtained with the average surface radius as the length measure shows that surface corrugation is as extensive as cavity formation. Using a simple “Swiss cheese” model for molecules, we show that the distribution of voids in the interior of molecules cannot be a Boltzmann distribution of void energy as a function of void size. Instead, frustration from imperfect packing builds up with molecular size, allowing larger voids to form in larger molecules. We find that large molecules lie halfway between the extremes of packing for homogeneous objects (D ) 3) and Apollonian packing, which accounts for packing of a hierarchy of random-sized objects (D ≈ 2.47).
机译:正如Liang和Dill,Enright和Leitner等人所讨论的,蛋白质不是3D对象。我们研究了扩展的大分子数据集,范围从蛋白质到RNA,脂质和病毒,并消除了表面效应和尺寸偏差。具有1000个以上主链原子的分子和分子组件的体积分形维数DV)2.70(嵌入式球法为0.05,DV为2.71)(集合法为0.04,使用回转半径作为尺寸度量.DV更大) 2.89(以平均表面半径作为长度度量获得的0.05表明表面波纹与空腔形成一样广泛。使用简单的“瑞士奶酪”分子模型,我们证明分子内部空隙的分布不能是玻尔兹曼分布的能量随空隙大小而变,相反,不完全堆积的挫败感会随着分子大小而增加,从而使更大的空隙在较大的分子中形成。我们发现大分子位于均质物体堆积极限的中间(D )3)和Apollonian装箱,这说明了随机大小对象层次结构的装箱(D≈2.47)。

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