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整体膜蛋白组装的统计力学。

Statistical mechanics of integral membrane protein assembly.

机构信息

Department of Physics, University of California, Los Angeles, CA, USA.

出版信息

Biophys J. 2010 Oct 6;99(7):2217-24. doi: 10.1016/j.bpj.2010.07.064.

Abstract

During the synthesis of integral membrane proteins (IMPs), the hydrophobic amino acids of the polypeptide sequence are partitioned mostly into the membrane interior and hydrophilic amino acids mostly into the aqueous exterior. Using a many-body statistical mechanics model, we analyze the minimum free energy state of polypeptide sequences partitioned into α-helical transmembrane (TM) segments and the role of thermal fluctuations. Results suggest that IMP TM segment partitioning shares important features with general theories of protein folding. For random polypeptide sequences, the minimum free energy state at room temperature is characterized by fluctuations in the number of TM segments with very long relaxation times. Moreover, simple assembly scenarios do not produce a unique number of TM segments due to jamming phenomena. On the other hand, for polypeptide sequences corresponding to actual IMPs, the minimum free energy structure with the wild-type number of segments is free of number fluctuations due to an anomalously large gap in the energy spectrum. Now, simple assembly scenarios do reproduce the minimum free energy state without jamming. Finally, we find a threshold number of random point mutations where the size of the anomalous gap is reduced to the point that the wild-type ground state is destabilized and number fluctuations reappear.

摘要

在整合膜蛋白(IMP)的合成过程中,多肽序列中的疏水性氨基酸主要分配到膜内部,而亲水性氨基酸主要分配到水相外部。我们使用多体统计力学模型,分析了分配到 α-螺旋跨膜(TM)片段的多肽序列的最小自由能状态以及热涨落的作用。结果表明,IMP TM 片段的分区与蛋白质折叠的一般理论具有重要的共同特征。对于随机多肽序列,在室温下的最小自由能状态的特征是 TM 片段数量的波动,具有非常长的弛豫时间。此外,由于堵塞现象,简单的组装方案不会产生唯一数量的 TM 片段。另一方面,对于对应于实际 IMP 的多肽序列,由于能谱中存在异常大的间隙,具有野生型片段数量的最小自由能结构没有数量波动。现在,简单的组装方案确实可以复制没有堵塞的最小自由能状态。最后,我们发现随机点突变的阈值数量,其中异常间隙的大小减小到使野生型基态失稳并且数量波动再次出现的程度。

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Statistical mechanics of integral membrane protein assembly.整体膜蛋白组装的统计力学。
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