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Designability, thermodynamic stability, and dynamics in protein folding: A lattice model study

机译:可折叠性的设计性,热力学稳定性和动力学:晶格模型研究

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In the framework of a lattice-model study of protein folding, we investigate the interplay between designability, thermodynamic stability, and kinetics. To be "protein-like," heteropolymers must be thermodynamically stable, stable against mutating the amino-acid sequence, and must be fast folders. We find two criteria which, together, guarantee that a sequence will be "protein like:" (i) the ground state is a highly designable structure, i.e., the native structure is the ground state of a large number of sequences, and (ii) the sequence has a large #DELTA#/#GAMMA# ratio, #DELTA# being the average energy separation between the ground state and the excited compact conformations, and #GAMMA# the dispersion in energy of excited compact conformation. These two criteria are not incompatible since, on average, sequences whose ground states are highly designable structures have large #DELTA#/#GAMMA# values. These two criteria require knowledge only of the compact-state spectrum. These claims are substantiated by the study of 45 sequences, with various values of #DELTA#/#GAMMA# and various degrees of designability, by means of a Borst-Kalos-Lebowitz algorithm, and the Ferrenberg-Swendsen histogram optimization method. Finally, we report on the reasons for slow folding. A comparison between a very slow folding sequence, an average folding one, and a fast folding one, suggests that slow folding originates from a proliferation of nearly compact low-energy conformations, not present for fast folders.
机译:在蛋白质折叠的格子模型研究框架内,我们研究了可设计性,热力学稳定性和动力学之间的相互作用。为了成为“蛋白质样”,杂聚物必须是热力学稳定的,对氨基酸序列突变稳定的,并且必须是快速折叠的。我们找到两个标准,这些标准共同保证一个序列是“类似蛋白质的”:(i)基态是高度可设计的结构,即,天然结构是大量序列的基态,和(ii )序列具有较大的#DELTA#/#GAMMA#比,#DELTA#是基态与激发的致密构象之间的平均能量间隔,而#GAMMA#是激发的致密构象的能量分散。这两个条件不是不兼容的,因为平均而言,其基态为高度可设计结构的序列具有较大的#DELTA#/#GAMMA#值。这两个标准仅要求了解紧凑态频谱。通过使用Borst-Kalos-Lebowitz算法和Ferrenberg-Swendsen直方图优化方法对45个序列进行了研究,这些序列具有#DELTA#/#GAMMA#的不同值和不同程度的可设计性。最后,我们报告了折叠缓慢的原因。比较非常慢的折叠顺序,平均的折叠顺序和快速的折叠顺序,表明慢速折叠源自几乎紧凑的低能量构象的扩散,而快速折叠机则不存在。

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