论文标题
$θ-$点的互动自我避免步行的能量
Energy of the Interacting Self-Avoiding Walk at the $θ-$point
论文作者
论文摘要
我们对三维立方晶格上的新微型跨聚合物模型进行了数值研究，该模型由理想链组成，其范围和最近的邻居接触的范围和数量固定为给定值。我们的仿真提出了一个有趣的确切关系，即在$θ-$点以相互作用的自我避免自我避免行走的内部能量。
We perform a numerical study of a new microcanonical polymer model on the three dimensional cubic lattice, consisting of ideal chains whose range and number of nearest-neighbor contacts are fixed to given values. Our simulations suggest an interesting exact relation concerning the internal energy per monomer of the Interacting Self-Avoiding Walk at the $θ-$point.
