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吡罗昔康一水合物的脱水动力学及其与晶格能和结构的关系。

Dehydration kinetics of piroxicam monohydrate and relationship to lattice energy and structure.

作者信息

Sheth Agam R, Zhou Deliang, Muller Francis X, Grant David J W

机构信息

Department of Pharmaceutics, College of Pharmacy, University of Minnesota, Weaver-Densford Hall, 308 Harvard Street SE, Minneapolis, Minnesota 55455-0343, USA.

出版信息

J Pharm Sci. 2004 Dec;93(12):3013-26. doi: 10.1002/jps.20191.

Abstract

The dehydration kinetics of piroxicam monohydrate (PM) is analyzed by both model-free and model-fitting approaches. The conventional model-fitting approach assuming a fixed mechanism throughout the reaction is found to be too simplistic. The model-free approach allows for a change of mechanism and activation energy, Ea, during the course of a reaction and is therefore more realistic. The complexity of the dehydration of PM is illustrated by the dependence of Ea on both the heating conditions, isothermal or nonisothermal, and on the fraction of conversion, alpha (0 < or = alpha < or = 1). Under both isothermal and nonisothermal conditions, Ea increases with alpha for 0 < or = alpha < or = 0.25, followed by an approximately constant value of Ea during further dehydration. In the constant-Ea region, isothermal dehydration follows the two-dimensional phase boundary model (R2), whereas nonisothermal dehydration follows a mechanism intermediate between two- and three-dimensional diffusion that cannot be described by any of the common models. Structural studies suggest that the complex hydrogen-bond pattern in PM is responsible for the observed dehydration behavior. Ab initio calculations provide an explanation for the changes in the molecular and crystal structures accompanying the reversible change in hydration state between anhydrous piroxicam Form I and PM. This work also demonstrates the utility of model-free analysis in describing complex dehydration kinetics.

摘要

采用无模型方法和模型拟合方法对吡罗昔康一水合物(PM)的脱水动力学进行了分析。结果发现,传统的模型拟合方法假设整个反应过程中机制固定,过于简单化。无模型方法允许在反应过程中机制和活化能Ea发生变化,因此更符合实际情况。PM脱水的复杂性体现在Ea既依赖于加热条件(等温或非等温),又依赖于转化率α(0≤α≤1)。在等温及非等温条件下,当0≤α≤0.25时,Ea随α增大,进一步脱水过程中Ea值近似恒定。在Ea恒定区域,等温脱水遵循二维相边界模型(R2),而非等温脱水遵循介于二维和三维扩散之间的一种机制,无法用任何常见模型描述。结构研究表明,PM中复杂的氢键模式是观察到的脱水行为的原因。从头算计算为无水吡罗昔康晶型I和PM之间水合状态可逆变化时分子和晶体结构的变化提供了解释。这项工作还证明了无模型分析在描述复杂脱水动力学方面的实用性。

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