论文标题
关于形成自我避免共聚物大分子的形成可能性的理论估计值
A theoretical estimate on the probability of the formation of a self-avoiding copolymer macromolecule
论文作者
论文摘要
定向自我避开步行的晶格模型用于估计形成无限长的线性半灵性共聚物链的可能性。假定共聚物链由四种不同类型的单体组成。递归关系的一种方法用于分析求解所提出的模型，以表明形成自我避免半灵性共聚物链的概率与链的刚度无关。这是我们早期关于高斯半柔性共聚物链形成的研究，而高斯链由这四个单体组成，[P. K. Mishra，Adv。应用。科学。 res。 2（4）1-8（2020）]。我们还计算了共聚物链中不同类型的键合的平均数量，以显示自避免自避免的共聚物链的行为与高斯聚合物链的区别。
A lattice model of the directed self-avoiding walk is used to estimate the possibility on the formation of an infinitely long linear semi-flexible copolymer chain. The copolymer chain is assumed to composed of four different types of the monomers. A method of the recursion relations is used to solve the proposed model analytically to show that the probability of the formation of a self-avoiding semi-flexible copolymer chain is independent of the stiffness of the chain. It is a distinct result from our earlier study on the formation of a Gaussian semi-flexible copolymer chain and the Gaussian chain is made up of these four monomers, [P. K. Mishra, J. of Adv. Appl. Sci. Res. 2(4) 1-8 (2020)]. We have also calculated the average number of different types of the bonding in the copolymer chain to show the distinctions in the behaviour of the self-avoiding copolymer chain from the Gaussian polymer chain.
