Yamashita F, Yoshioka T, Koyama Y, Okamoto H, Sezaki H, Hashida M
Faculty of Pharmaceutical Sciences, Kyoto University, Japan.
Biol Pharm Bull. 1993 Jul;16(7):690-7. doi: 10.1248/bpb.16.690.
The effects of 1-geranylazacycloheptan-2-one (GACH) on the in vitro skin penetration of seven drugs with various lipophilicities were studied. The penetration of drugs from aqueous vehicle through the guinea pig skin was increased depending on the pretreatment dose of GACH. The largest enhancement was observed for 5-fluorouracil (5-FU) and a bell-shaped relationship was obtained between enhancement ratio and the octanol/water partition coefficients of drugs. Further, Laplace transformed equations for percutaneous absorption of drug were derived from Fick's second law based on a two-layer skin diffusion model with polar and nonpolar routes in the stratum corneum. Through curve-fitting of their equations to penetration profiles using a nonlinear regression program MULTI(FILT) combined with a fast inverse Laplace transform (FILT) algorithm, the action mechanism of GACH was discussed in terms of its effect on the partitioning and diffusivity of drugs in each domain. With an increase in pretreatment dose of GACH, the estimated partition parameters of drugs into the nonpolar route increased but their diffusivities were little affected. The analysis based on a linear free-energy relationship suggested that the increase in partitioning of drugs into the nonpolar route was explained by its increasing polarity with GACH pretreatment.
研究了1-香叶基氮杂环庚烷-2-酮(GACH)对七种不同亲脂性药物体外皮肤渗透的影响。药物从水性载体透过豚鼠皮肤的渗透量随GACH预处理剂量的增加而增加。5-氟尿嘧啶(5-FU)的增强作用最大,且药物的增强率与正辛醇/水分配系数之间呈钟形关系。此外,基于角质层中极性和非极性途径的双层皮肤扩散模型,从菲克第二定律推导出药物经皮吸收的拉普拉斯变换方程。通过使用非线性回归程序MULTI(FILT)结合快速逆拉普拉斯变换(FILT)算法将其方程与渗透曲线进行曲线拟合,从GACH对药物在各区域的分配和扩散系数的影响方面讨论了其作用机制。随着GACH预处理剂量的增加,药物进入非极性途径的估计分配参数增加,但其扩散系数受影响较小。基于线性自由能关系的分析表明,药物进入非极性途径的分配增加是由于GACH预处理使其极性增加所致。