pION INC, 5 Constitution Way, Woburn, Massachusetts 01801,USA.
Pharm Res. 2010 Mar;27(3):480-9. doi: 10.1007/s11095-009-0036-7.
To determine and compare the paracellular characteristics of permeability (Papp) of Caco (-2), MDCK, and 2/4/A1 cell lines.
The Papp data from 14 studies were analyzed by weighted nonlinear regression in terms of the paracellular parameters: porosity-pathlength (epsilon/delta), pore radius (R), and electrostatic potential drop (deltaphi). Aqueous diffusivities, Daq, for the analysis, were empirically determined. The required hydrodynamic radii, rHYD, were estimated without knowledge of compound density. Mannitol iso-paracellular profiles allowed comparisons of "leakiness" across labs.
Daq (37 degreeC) was predicted as 9.9x10(-5) MW(-0.453); rHYD=(0.92+21.8 MW(-1))xrSE, where rSE is the Stokes-Einstein radius. Values of pore radius ranged from 4.0(+/-0.1) to 18(+/-3) A, with the 2/4/A1 indicating the largest pores. The epsilon/delta capacity factor ranged from 0.2 (+/-0.1) to 69 (+/-5) cm(-1), with most values <1.5 cm(-1). The average potential drop for Caco-2 models was deltaphi(wt avg) Caco(-2)=(-43)+/-20 mV. The paracellular model predicted measured log Papp values with pooled r2=0.93 and s=0.17 (n=108).
R and epsilon/delta are negatively correlated to a large extent. Papp can be rate-limited by either factor, with a wide range of possible combinations still indicating nearly constant leakiness for a given marker.
确定并比较 Caco(-2)、MDCK 和 2/4/A1 细胞系的细胞旁通透性 (Papp) 的细胞旁特征。
根据细胞旁参数(孔隙率-路径长度 (epsilon/delta)、孔径 (R) 和静电势降 (deltaphi)),通过加权非线性回归分析来自 14 项研究的 Papp 数据。分析所需的水扩散系数 Daq 通过经验确定。在不了解化合物密度的情况下估计所需的水力半径 rHYD。甘露醇等渗细胞旁谱允许在实验室之间进行“渗漏”比较。
预测 37°C 时的 Daq 为 9.9x10(-5) MW(-0.453);rHYD=(0.92+21.8 MW(-1))xrSE,其中 rSE 是 Stokes-Einstein 半径。孔径范围为 4.0(+/-0.1) 至 18(+/-3) A,2/4/A1 表示最大孔径。epsilon/delta 容量因子范围为 0.2 (+/-0.1) 至 69 (+/-5) cm(-1),大多数值 <1.5 cm(-1)。Caco-2 模型的平均电势降为 deltaphi(wt avg) Caco(-2)=(-43)+/-20 mV。细胞旁模型预测的实测 log Papp 值具有汇总 r2=0.93 和 s=0.17(n=108)。
R 和 epsilon/delta 在很大程度上呈负相关。Papp 可以受到这两个因素中的任何一个的限制,许多可能的组合仍然表明给定标记的通透性几乎保持不变。