Harada Ryuhei, Nakamura Tomotake, Takano Yu, Shigeta Yasuteru
Division of Life Science, Center for Computational Sciences, University of Tsukuba, Tennodai, Tsukuba, Ibaraki, 305-8577, Japan; JST-CREST, Kawaguchi, Saitama, 332-0012, Japan.
J Comput Chem. 2015 Jan 15;36(2):97-102. doi: 10.1002/jcc.23773. Epub 2014 Nov 3.
The Outlier FLOODing method (OFLOOD) is proposed as an efficient conformational sampling method to extract biologically rare events such as protein folding. In OFLOOD, sparse distributions (outliers in the conformational space) were regarded as relevant states for the transitions. Then, the transitions were enhanced through conformational resampling from the outliers. This evidence indicates that the conformational resampling of the sparse distributions might increase chances for promoting the transitions from the outliers to other meta-stable states, which resembles a conformational flooding from the outliers to the neighboring clusters. OFLOOD consists of (i) detections of outliers from conformational distributions and (ii) conformational resampling from the outliers by molecular dynamics (MD) simulations. Cycles of (i) and (ii) are simply repeated. As demonstrations, OFLOOD was applied to folding of Chignolin and HP35. In both cases, OFLOOD automatically extracted folding pathways from unfolded structures with ns-order computational costs, although µs-order canonical MD failed to extract them.
提出了异常值泛洪方法(OFLOOD)作为一种高效的构象采样方法,用于提取诸如蛋白质折叠等生物学上罕见的事件。在OFLOOD中,稀疏分布(构象空间中的异常值)被视为转变的相关状态。然后,通过从异常值进行构象重采样来增强转变。这一证据表明,稀疏分布的构象重采样可能会增加促进从异常值到其他亚稳态转变的机会,这类似于从异常值到相邻簇的构象泛洪。OFLOOD由(i)从构象分布中检测异常值和(ii)通过分子动力学(MD)模拟从异常值进行构象重采样组成。(i)和(ii)的循环被简单地重复。作为演示,OFLOOD被应用于Chignolin和HP35的折叠。在这两种情况下,OFLOOD都能以纳秒级的计算成本从未折叠结构中自动提取折叠途径,尽管微秒级的规范MD未能提取到它们。