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用于严格重新审视羟基磷灰石溶解动力学双位点模型的粉末悬浮法

Powder suspension method for critically re-examining the two-site model for hydroxyapatite dissolution kinetics.

作者信息

Higuchi W I, Cesar E Y, Cho P W, Fox J L

出版信息

J Pharm Sci. 1984 Feb;73(2):146-53. doi: 10.1002/jps.2600730203.

Abstract

A powder dissolution method has been developed, and experiments with the hydroxyapatite suspensions confirm earlier conclusions based on dissolution from hydroxyapatite disks. Although a quantitative assessment of the properties of site 1 was not possible from the data obtained in the present study, a rather accurate and independent evaluation of the properties and the behavior of site 2 of the two-site model for hydroxyapatite dissolution was possible, and the results clearly validate the original two-site model. The present work together with the earlier disk studies show that dissolution from site 2 is well described by a first-order expression, rate = kc2 (Cs2-C), where kc2 is a first-order rate constant, Cs2 is the apparent solubility for site 2 (defined by an ion activity product, KHAP, of the form a10Ca2+PO43-a2OH-, and the solution conditions), and C is the microenvironmental solution concentration of hydroxyapatite. For four different precipitated hydroxyapatite preparations, a single KHAP value of 1 X 10(-128) +/- 1 was found to be consistent with experiments using solutions covering wide ranges of partial saturation and calcium-phosphate ratios. The hydroxyapatite powder and pellet methods (including the data evaluation procedures) now offer a powerful combination for investigating the complex kinetics associated with dental enamel dissolution in particular and enamel chemistry in general.

摘要

已开发出一种粉末溶解方法,对羟基磷灰石悬浮液进行的实验证实了基于羟基磷灰石圆盘溶解得出的早期结论。尽管根据本研究获得的数据无法对位点1的性质进行定量评估,但对羟基磷灰石溶解的双位点模型中位点2的性质和行为进行相当准确且独立的评估是可行的,结果清楚地验证了原始的双位点模型。本研究与早期的圆盘研究共同表明,位点2的溶解可用一级表达式很好地描述,速率=kc2(Cs2-C),其中kc2是一级速率常数,Cs2是位点2的表观溶解度(由离子活度积KHAP定义,形式为a10Ca2+PO43-a2OH-,以及溶液条件),C是羟基磷灰石的微环境溶液浓度。对于四种不同的沉淀羟基磷灰石制剂,发现单一的KHAP值1×10(-128)±1与使用涵盖广泛部分饱和度和钙磷比范围的溶液进行的实验一致。羟基磷灰石粉末和颗粒方法(包括数据评估程序)现在为研究特别是与牙釉质溶解以及一般牙釉质化学相关的复杂动力学提供了有力的组合。

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