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对模型球状分子的聚集、相分离和凝胶化过程的蒙特卡罗模拟。

A Monte Carlo simulation of the aggregation, phase-separation, and gelation of model globular molecules.

作者信息

Costello Geoffrey, Euston Stephen R

机构信息

School of Life Sciences, Heriot-Watt University, Riccarton, Edinburgh, UK.

出版信息

J Phys Chem B. 2006 May 25;110(20):10151-64. doi: 10.1021/jp056304v.

Abstract

Monte Carlo computer simulation on a square 3-D lattice is used to model state behavior of globular copolymers. Two types of globular molecules were defined. One consisted of a single type of subunit (a homopolymer) while the second contained a core of strongly attractive subunits and an outer layer of less strongly attractive subunits (a heteropolymer). Systems of globules were simulated at varied volume fraction (V(F)) and reduced temperature (T(R)), and state diagrams were constructed. These state diagrams contained state boundaries defined by the V(F)/T(R) combinations at which the system formed a percolating network and at which the various component subunits in the globule unfolded. Simulated systems could exist in a number of states (between 4 and 7), depending on the V(F), T(R), whether the molecule was a homo- or heteroglobule and whether the globules were allowed to interact with each other or not. All systems exhibited a gelation/crossover line that resembled a lower critical solution temperature. All systems also exhibited a critical gelation concentration, above which a continuous network was formed. The critical gelation concentration varied between about 2-4% V(F) depending on the type of system. This is comparable to experimental critical gelation concentrations of in the region of 4% (w/w) for a range of associating polymers and biopolymers such as globular proteins and polysaccharides. Other states were formed which included one where elongated, fibril-like aggregated strands were formed, and a micelle-like aggregated state. The results are discussed in terms of the known state behavior of associating polymers and biopolymers (proteins and polysaccharides).

摘要

在方形三维晶格上进行的蒙特卡罗计算机模拟被用于对球状共聚物的状态行为进行建模。定义了两种类型的球状分子。一种由单一类型的亚基组成(均聚物),而另一种包含一个由强吸引力亚基构成的核心和一个由吸引力较弱的亚基构成的外层(杂聚物)。在不同的体积分数(V(F))和折合温度(T(R))下对球状体系进行了模拟,并构建了状态图。这些状态图包含由V(F)/T(R)组合定义的状态边界,在该组合下体系形成渗流网络,且球状分子中的各种组分亚基展开。模拟体系可以存在多种状态(4到7种之间),这取决于V(F)、T(R)、分子是均球还是杂球,以及球状分子是否允许相互作用。所有体系都表现出一条类似于较低临界溶液温度的凝胶化/转变线。所有体系还表现出一个临界凝胶化浓度,高于该浓度会形成连续网络。临界凝胶化浓度根据体系类型在约2 - 4% V(F)之间变化。这与一系列缔合聚合物和生物聚合物(如球状蛋白质和多糖)在4%(w/w)左右的实验临界凝胶化浓度相当。还形成了其他状态,包括一种形成细长的、纤维状聚集链的状态和一种类似胶束的聚集状态。根据缔合聚合物和生物聚合物(蛋白质和多糖)已知的状态行为对结果进行了讨论。

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