Taketomi H, Ueda Y, Gō N
Int J Pept Protein Res. 1975;7(6):445-59.
A lattice model of proteins is introduced. "A protein molecule" is a chain of nown-intersecting units of a given length on the two-dimensional square lattice. The copolymeric character of protein molecules is incorporated into the model in the form of specificities of inter-unit interactions. This model proved most effective for studying the statistical mechanical characteristics of protein folding, unfolding and fluctuations. The specificities of inter-unit interactions are shown to be the primary factors responsible for the all-or-none type transition from native to denatured states of globular proteins. The model has been studied by the Monte Carlo method of Metropolis et al., which is now shown applied to approximately simulating a kinetic process. In the strong limit of the specificity of the inter-unit interaction the native conformation was reached in this method by starting from an extended conformation. The possible generalization and application of this method for finding the native conformation of proteins form their amino sequence are discussed.
引入了一种蛋白质晶格模型。“蛋白质分子”是二维正方形晶格上给定长度的n个不相交单元组成的链。蛋白质分子的共聚特征以单元间相互作用的特异性形式纳入模型。该模型被证明对研究蛋白质折叠、展开和波动的统计力学特性最为有效。单元间相互作用的特异性被证明是导致球状蛋白质从天然状态到变性状态全或无类型转变的主要因素。该模型已通过Metropolis等人的蒙特卡罗方法进行了研究,现在该方法被证明可用于近似模拟动力学过程。在单元间相互作用特异性的强极限情况下,通过从伸展构象开始,该方法可达到天然构象。讨论了该方法从蛋白质氨基酸序列寻找其天然构象的可能推广和应用。