细胞药代动力学:细胞质扩散和结合对器官传递时间分布的影响。

M Weiss
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引用次数: 14

摘要

搅拌均匀的隔室之间的分布是药代动力学的经典范例。同样,在毛细管问题交换建模中,也大多采用障碍限制方法。然而,由于组织结合,即使在细胞水平上,药物分布也不能被认为是瞬时的,分布过程至少包括两个组成部分:跨膜交换和细胞质运输。对于疏水或两亲分子的细胞质分布过程,提出了两个概念:(i)由于与固定细胞结构的瞬时结合而减慢扩散;(ii)在整个细胞质中瞬时分布后缓慢结合。本研究的目的是利用血管内和血管外药物分布的随机模型,开发一种通用的方法来比较这两种模型。模型判别标准分别使用细胞停留时间和器官传递时间分布的前三个中心矩(均值、方差和偏度)来开发。在匹配了相对分散的模型后,预测了相对偏度的剩余差异,讨论了膜渗透性、细胞结合和细胞质运输的相对作用。根据静脉器官流出液浓度-时间曲线表明,在何种条件下模型是不可区分的。细胞停留时间的相对弥散被引入作为细胞质平衡动力学的模型无关的测量,它表明通过细胞质的扩散是否有速率限制。如果无法检测到流出曲线形状(其相对偏度)的差异,则需要有关结合和/或扩散动力学的独立信息,以避免模型错误。该方法应用于先前发表的依那普利、三碘甲状腺原氨酸和双氯芬酸的肝流出数据。它为细胞药代动力学建模提供了一个通用框架。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cellular pharmacokinetics: effects of cytoplasmic diffusion and binding on organ transit time distribution.

Distribution between well-stirred compartments is the classical paradigm in pharmacokinetics. Also in capillary-issue exchange modeling a barrier-limited approach is mostly adopted. As a consequence of tissue binding, however, drug distribution cannot be regarded as instantaneous even at the cellular level and the distribution process consists of at least two components: transmembrane exchange and cytoplasmic transport. Two concepts have been proposed for the cytoplasmic distribution process of hydrophobic or amphipathic molecules, (i) slowing of diffusion due to instantaneous binding to immobile cellular structures and (ii) slow binding after instantaneous distribution throughout the cytosol. The purpose of this study was to develop a general approach for comparing both models using a stochastic model of intra- and extravascular drug distribution. Criteria for model discrimination are developed using the first three central moments (mean, variance, and skewness) of the cellular residence time and organ transit time distribution, respectively. After matching the models for the relative dispersion the remaining differences in relative skewness are predicted, discussing the relative roles of membrane permeability, cellular binding and cytoplasmic transport. It is shown under which conditions the models are indistinguishable on the basis of venous organ outflow concentration-time curves. The relative dispersion of cellular residence times is introduced as a model-independent measure of cytoplasmic equilibration kinetics, which indicates whether diffusion through the cytoplasm is rate limiting. If differences in outflow curve shapes (their relative skewness) cannot be detected, independent information on binding and/or diffusion kinetics is necessary to avoid model misspecification. The method is applied to previously published hepatic outflow data of enalaprilat, triiodothyronine, and diclofenac. It provides a general framework for the modeling of cellular pharmacokinetics.

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