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The unperturbed state of dendrimers

机译:树状聚合物的无扰动状态

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We report a theoretical study of the unperturbed state of dendrimers, which is realized when the second virial coefficient becomes equal to zero. This condition is achieved through a vanishin of the intermolecular free energy, which is obtained by mubual compensation of the two- and three-body interactions betweeen two molecules. This procedure, which permits us to determine the temperature of dendrimers as a function of their beneration, is coupled to the problem of the intramolecular conformation, determined by minimization of the intramolecular free enerrgy. The latter accounts for the two-and three-body interactions within he molecule, and for the cofigurational entropy. We find that the temperature si a decreasing function of the dendrimer generation g, thedecrease becoming relatively fast at large g, but is alomst independent of the number of segments(one or two in our case)between adjacent branch points. At the temperature, the residual three-body interactions within the molecule not compensated by the two-body attractions induce a significant swelling over the random-walk conformation for g>2
机译:我们报告了对树枝状聚合物无扰动状态的理论研究,这是在第二维里系数变为零时实现的。这种条件是通过分子间自由能的消失来实现的,该分子间自由能是通过对两个分子之间的两体和三体相互作用进行mubal补偿而获得的。该程序使我们能够根据树枝化的程度来确定树枝状大分子的温度,这一过程与分子内构象的问题有关,该问题是通过最小化分子内自由能来确定的。后者解释了分子内两体和三体的相互作用,以及共构熵。我们发现温度是树枝状大分子g的下降函数,下降在大g时相对较快,但与相邻分支点之间的节段数(在本例中为一或两个)无关。在该温度下,g> 2时,分子内残留的三体相互作用没有被两体吸引力所补偿,从而导致其随机游走构型明显膨胀。

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