Echeverria Carlos, Kapral Raymond
Chemical Physics Theory Group, Department of Chemistry, University of Toronto, Toronto, ON M5S 3H6, Canada.
Phys Chem Chem Phys. 2012 May 21;14(19):6755-63. doi: 10.1039/c2cp40200a. Epub 2012 Apr 4.
The effects of molecular crowding on the enzymatic conformational dynamics and transport properties of adenylate kinase are investigated. This tridomain protein undergoes large scale hinge motions in the course of its enzymatic cycle and serves as prototype for the study of crowding effects on the cyclic conformational dynamics of proteins. The study is carried out at a mesoscopic level where both the protein and the solvent in which it is dissolved are treated in a coarse grained fashion. The amino acid residues in the protein are represented by a network of beads and the solvent dynamics is described by multiparticle collision dynamics that includes effects due to hydrodynamic interactions. The system is crowded by a stationary random array of hard spherical objects. Protein enzymatic dynamics is investigated as a function of the obstacle volume fraction and size. In addition, for comparison, results are presented for a modification of the dynamics that suppresses hydrodynamic interactions. Consistent with expectations, simulations of the dynamics show that the protein prefers a closed conformation for high volume fractions. This effect becomes more pronounced as the obstacle radius decreases for a given volume fraction since the average void size in the obstacle array is smaller for smaller radii. At high volume fractions for small obstacle radii, the average enzymatic cycle time and characteristic times of internal conformational motions of the protein deviate substantially from their values in solution or in systems with small density of obstacles. The transport properties of the protein are strongly affected by molecular crowding. Diffusive motion adopts a subdiffusive character and the effective diffusion coefficients can change by more than an order of magnitude. The orientational relaxation time of the protein is also significantly altered by crowding.
研究了分子拥挤对腺苷酸激酶的酶促构象动力学和转运性质的影响。这种三结构域蛋白在其酶促循环过程中会发生大规模的铰链运动,可作为研究拥挤对蛋白质循环构象动力学影响的原型。该研究在介观水平上进行,其中蛋白质及其溶解的溶剂均以粗粒化方式处理。蛋白质中的氨基酸残基由珠子网络表示,溶剂动力学由多粒子碰撞动力学描述,该动力学包括流体动力学相互作用的影响。系统被固定的硬球形物体随机阵列所拥挤。研究了蛋白质酶促动力学作为障碍物体积分数和尺寸的函数。此外,为了进行比较,还给出了抑制流体动力学相互作用的动力学修正结果。与预期一致,动力学模拟表明,对于高体积分数,蛋白质倾向于封闭构象。对于给定的体积分数,随着障碍物半径减小,这种效应变得更加明显,因为对于较小半径,障碍物阵列中的平均空隙尺寸较小。在小障碍物半径的高体积分数下,蛋白质的平均酶促循环时间和内部构象运动的特征时间与它们在溶液中或障碍物密度小的系统中的值有很大偏差。蛋白质的转运性质受到分子拥挤的强烈影响。扩散运动呈现亚扩散特征,有效扩散系数可变化超过一个数量级。蛋白质的取向弛豫时间也因拥挤而显著改变。