Molecular Foundry, Lawrence Berkeley National Laboratory, Berkeley, CA 94720, USA.
Proc Natl Acad Sci U S A. 2012 Aug 7;109(32):12968-73. doi: 10.1073/pnas.1201504109. Epub 2012 Jul 20.
The concept of a folding funnel with kinetic traps describes folding of individual proteins. Using in situ Atomic Force Microscopy to investigate S-layer assembly on mica, we show this concept is equally valid during self-assembly of proteins into extended matrices. We find the S-layer-on-mica system possesses a kinetic trap associated with conformational differences between a long-lived transient state and the final stable state. Both ordered tetrameric states emerge from clusters of the monomer phase, however, they then track along two different pathways. One leads directly to the final low-energy state and the other to the kinetic trap. Over time, the trapped state transforms into the stable state. By analyzing the time and temperature dependencies of formation and transformation we find that the energy barriers to formation of the two states differ by only 0.7 kT, but once the high-energy state forms, the barrier to transformation to the low-energy state is 25 kT. Thus the transient state exhibits the characteristics of a kinetic trap in a folding funnel.
折叠漏斗与动力学陷阱的概念描述了单个蛋白质的折叠。使用原位原子力显微镜研究云母上的 S 层组装,我们表明在蛋白质自组装成扩展基质的过程中,这一概念同样适用。我们发现,S 层在云母上的系统具有一个与构象差异相关的动力学陷阱,这种构象差异存在于长寿命瞬态和最终稳定态之间。两种有序的四聚体状态都从单体相的簇中出现,然而,它们随后沿着两条不同的途径追踪。一条直接通向最终的低能状态,另一条通向动力学陷阱。随着时间的推移,捕获状态会转化为稳定状态。通过分析形成和转化的时间和温度依赖性,我们发现两种状态形成的能垒仅相差 0.7 kT,但一旦高能状态形成,转化为低能状态的能垒则为 25 kT。因此,瞬态表现出折叠漏斗中动力学陷阱的特征。