in-ADME Research, 1732 First Avenue #102, New York, New York, 10128, USA.
Pharm Res. 2018 Feb 2;35(2):40. doi: 10.1007/s11095-018-2343-3.
To predict the aqueous solubility product (K ) and the solubility enhancement of cocrystals (CCs), using an approach based on measured drug and coformer intrinsic solubility (S , S ), combined with in silico H-bond descriptors.
A regression model was constructed, assuming that the concentration of the uncharged drug (API) can be nearly equated to drug intrinsic solubility (S ) and that the concentration of the uncharged coformer can be estimated from a linear combination of the log of the coformer intrinsic solubility, S , plus in silico H-bond descriptors (Abraham acidities, α, and basicities, β).
The optimal model found for n:1 CCs (-log form) is pK = 1.12 n pS + 1.07 pS + 1.01 + 0.74 α·β - 0.61 β; r = 0.95, SD = 0.62, N = 38. In illustrative CC systems with unknown K , predicted K was used in simulation of speciation-pH profiles. The extent and pH dependence of solubility enhancement due to CC formation were examined. Suggestions to improve assay design were made.
The predicted CC K can be used to simulate pH-dependent solution characteristics of saturated systems containing CCs, with the aim of ranking the selection of coformers, and of optimizing the design of experiments.
利用基于测量药物和共晶形成剂固有溶解度(S , S )的方法,并结合计算氢键描述符,预测水溶解度积(K )和共晶的溶解度增强。
构建了一个回归模型,假设未带电药物(API)的浓度可近似等同于药物固有溶解度(S ),而未带电共晶形成剂的浓度可根据共晶形成剂固有溶解度的对数(S )与计算氢键描述符(Abraham 酸度,α和碱度,β)的线性组合进行估算。
对于 1:1 共晶(-log 形式),发现的最佳模型为 -log K = 1.12 n pS + 1.07 pS + 1.01 + 0.74 α·β - 0.61 β;r = 0.95,SD = 0.62,N = 38。在所研究的未知 K 的共晶系统中,预测的 K 用于模拟形态- pH 分布。考察了由于共晶形成而导致的溶解度增强的程度和 pH 依赖性。提出了改进测定设计的建议。
预测的共晶 K 可用于模拟含有共晶的饱和系统的 pH 依赖性溶液特性,旨在对共晶形成剂的选择进行排序,并优化实验设计。