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Polymer-induced phase separation and crystallization in immunoglobulin G solutions

机译:免疫球蛋白G溶液中聚合物诱导的相分离和结晶

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We study the effects of the size of polymer additives and ionic strength on the phase behavior of a nonglobular protein-immunoglobulin G (IgG)-by using a simple four-site model to mimic the shape of IgG. The interaction potential between the protein molecules consists of a Derjaguin-Landau-Verwey-Overbeek-type colloidal potential and an Asakura-Oosawa depletion potential arising from the addition of polymer. Liquid-liquid equilibria and fluid-solid equilibria are calculated by using the Gibbs ensemble Monte Carlo technique and the Gibbs-Duhem integration (GDI) method, respectively. Absolute Helmholtz energy is also calculated to get an initial coexisting point as required by GDI. The results reveal a nonmonotonic dependence of the critical polymer concentration rho(*)(PEG) (i.e., the minimum polymer concentration needed to induce liquid-liquid phase separation) on the polymer-to-protein size ratio q (equivalently, the range of the polymer-induced depletion interaction potential). We have developed a simple equation for estimating the minimum amount of polymer needed to induce the liquid-liquid phase separation and show that rho(*)(PEG)similar to[q/(1+q)(3)]. The results also show that the liquid-liquid phase separation is metastable for low-molecular weight polymers (q=0.2) but stable at large molecular weights (q=1.0), thereby indicating that small sizes of polymer are required for protein crystallization. The simulation results provide practical guidelines for the selection of polymer size and ionic strength for protein phase separation and crystallization. (C) 2008 American Institute of Physics.
机译:我们通过使用一个简单的四位点模型来模拟IgG的形状,研究了聚合物添加剂的大小和离子强度对非球蛋白-免疫球蛋白G(IgG)的相行为的影响。蛋白质分子之间的相互作用电势由添加聚合物引起的Derjaguin-Landau-Verwey-Overbeek型胶体电势和Asakura-Oosawa耗尽电势组成。液体-液体平衡和流体-固体平衡分别通过使用Gibbs集合蒙特卡罗技术和Gibbs-Duhem积分(GDI)方法来计算。还可以计算绝对亥姆霍兹能量,以获得GDI要求的初始共存点。结果揭示了临界聚合物浓度rho(*)(PEG)(即引起液-液相分离所需的最小聚合物浓度)对聚合物与蛋白质尺寸之比q(等效为聚合物引起的耗尽相互作用势)。我们已经开发出一个简单的方程式,用于估计诱导液-液相分离所需的最少聚合物量,并证明rho(*)(PEG)与[q /(1 + q)(3)]相似。结果还表明,对于低分子量聚合物(q = 0.2),液-液相分离是亚稳态的,但是在大分子量(q = 1.0)下是稳定的,从而表明蛋白质结晶需要小尺寸的聚合物。模拟结果为蛋白质相分离和结晶的聚合物尺寸和离子强度的选择提供了实用的指导。 (C)2008美国物理研究所。

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