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首页> 外文期刊>International Journal of Pharmaceutics >Experimental and computational morphology of three polymorphs of the free base of Venlafaxine: a comparison of morphology prediction methods.
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Experimental and computational morphology of three polymorphs of the free base of Venlafaxine: a comparison of morphology prediction methods.

机译:文拉法辛游离碱的三种多晶型物的实验和计算形态:形态预测方法的比较。

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摘要

In this paper the experimental and the computational studies of the morphology of three polymorphs of the free base of Venlafaxine ((N,N-dimethyl)-2-(1-hydroxy cyclohex-1-yl)-2-(4-methoxyphenyl) ethylamine) are reported. The morphology of all polymorphs has been predicted using the Bravais-Friedel-Donnay-Harker method, the attachment energy method and kinetic Monte Carlo growth simulations and these predictions have been compared with experimental observations. The Monte Carlo simulations allow for a detailed simulation of the growth process, including driving force and growth mechanism, which leads to a semi-quantitative prediction of the growth morphologies of all three phases. For phase I two distinct growth habits are found experimentally under the same conditions. This is explained by the occurrence of a spiral growth mechanism in one of the two, which was observed using AFM and which is also supported by the Monte Carlo simulations. The habit of phase II could only be explained from simulations when a spiral growth mechanism is assumed; the shape of phase III could not be modeled accurately from the Monte Carlo simulations. Although the shape of the crystal is reproduced accurately, some of the indices of the faces predicted are not in agreement with the indices measured. The deviations are interpreted to be due to the presence of domains in the crystals as a result of the layered structure.
机译:本文研究了文拉法辛((N,N-二甲基)-2-(1-羟基环己-1-基)-2-(4-甲氧基苯基)游离碱的三种多晶型物的形态学实验和计算研究乙胺)。使用Bravais-Friedel-Donnay-Harker方法,附着能方法和动力学Monte Carlo生长模拟对所有多晶型物的形态进行了预测,并将这些预测与实验观察进行了比较。蒙特卡洛模拟可以对生长过程进行详细的模拟,包括驱动力和生长机理,从而可以对所有三个阶段的生长形态进行半定量预测。对于第一阶段,在相同条件下通过实验发现了两个不同的生长习惯。这可以通过使用AFM观察到的两者之一中的螺旋生长机理来解释,这也得到了蒙特卡洛模拟的支持。只有假设采用螺旋增长机制,才能从模拟中解释第二阶段的习惯。蒙特卡罗模拟无法准确地建模出III相的形状。尽管可以精确地再现晶体的形状,但是预测的面的一些指数与测量的指数不一致。偏差被解释为由于层状结构而在晶体中存在畴。

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