Braun O, Seifert U
II. Institut für Theoretische Physik, Universität Stuttgart, 70550, Stuttgart, Germany.
Eur Phys J E Soft Matter. 2005 Sep;18(1):1-13. doi: 10.1140/epje/i2005-10024-8. Epub 2005 Sep 20.
Experiments using atomic force microscopy for unfolding single multidomain biopolymers cover a broad range of time scales from equilibrium to non-equilibrium. A master equation approach allows to identify and treat coherently three dynamical regimes for increasing linear ramp velocity: i) an equilibrium regime, ii) a transient regime where refolding events still occur, and iii) a saw-tooth regime without any refolding events. For each regime, analytical approximations are derived and compared to numerically investigated examples. We analyze in the framework of this model also a periodic experimental protocol instead of a linear ramp. In this case, a major simplification arises if the dynamics can be restricted to an effectively two-dimensional subspace. For transitions with an intermediate meta-stable state, like Immunoglobulin27, a refined model allows to extract previously unknown molecular parameters related to this meta-stable state.
使用原子力显微镜展开单个多结构域生物聚合物的实验涵盖了从平衡态到非平衡态的广泛时间尺度。主方程方法能够连贯地识别和处理随着线性斜坡速度增加的三种动力学状态:i)平衡态,ii)仍会发生重折叠事件的瞬态,以及iii)没有任何重折叠事件的锯齿态。对于每种状态,都推导了解析近似值并与数值研究的示例进行比较。我们还在该模型的框架内分析了周期性实验方案而非线性斜坡。在这种情况下,如果动力学可以限制在一个有效的二维子空间中,就会出现重大简化。对于具有中间亚稳态的转变,如免疫球蛋白27,一个改进的模型能够提取与该亚稳态相关的先前未知的分子参数。