Wajima Toshihiro, Fukumura Kazuya, Yano Yoshitaka, Oguma Takayoshi
Developmental Research Laboratories, Shionogi & Company, Ltd., Sagisu 5-12-4, Fukushima-ku, Osaka 553-0002, Japan.
J Pharm Sci. 2002 Dec;91(12):2489-99. doi: 10.1002/jps.10242.
The aim of the study reported here was to develop a method for predicting human clearance that can be applied to various kinds of drugs using clearance values for rats and dogs and some molecular structural parameters. The clearance data for rats, dogs, and humans of 68 drugs were obtained from literature. The compounds have various structures, pharmacological activities, and pharmacokinetic characteristics. In addition, molecular weight, c log P, and the number of hydrogen bond acceptors were used as possible descriptors related to the human clearance value for each drug. Three types of regression methods, multiple linear regression (MLR) analysis, partial least squares (PLS) method, and artificial neural network (ANN), were used to predict human clearance, and their predictive performances were compared with allometric approaches, which have been widely used in interspecies scaling. In MLR and PLS analyses, interaction terms were introduced to evaluate the nonlinear relationships. For the data sets used in the present study, MLR and PLS with quadratic terms gave the same equation and the best predictive performance. The value of the squared cross-validated correlation coefficient (q(2)) was 0.682. In conclusion, the MLR method using animal clearance data from only two species and using easily calculated structural parameters can generally predict human clearance better than allometric methods. This approach can be applied to drugs with various characteristics.
本文报道的研究目的是开发一种预测人体清除率的方法,该方法可利用大鼠和犬的清除率值以及一些分子结构参数应用于各类药物。从文献中获取了68种药物在大鼠、犬和人体中的清除率数据。这些化合物具有各种结构、药理活性和药代动力学特征。此外,分子量、c log P和氢键受体数量被用作与每种药物人体清除率值相关的可能描述符。使用三种回归方法,即多元线性回归(MLR)分析、偏最小二乘法(PLS)和人工神经网络(ANN)来预测人体清除率,并将它们的预测性能与已广泛用于种间标度的异速生长方法进行比较。在MLR和PLS分析中,引入交互项以评估非线性关系。对于本研究中使用的数据集,具有二次项的MLR和PLS给出了相同的方程和最佳预测性能。交叉验证相关系数平方(q(2))的值为0.682。总之,使用仅来自两个物种的动物清除率数据并使用易于计算的结构参数的MLR方法通常比异速生长方法能更好地预测人体清除率。这种方法可应用于具有各种特征的药物。