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重新探讨等摩尔线和相关的定量方法评估药物协同作用。

Revisiting the isobole and related quantitative methods for assessing drug synergism.

机构信息

Department of Pharmacology and Center for Substance Abuse Research, Temple University School of Medicine, Philadelphia, Pennsylvania 19140, USA.

出版信息

J Pharmacol Exp Ther. 2012 Jul;342(1):2-8. doi: 10.1124/jpet.112.193474. Epub 2012 Apr 17.

Abstract

The isobole is well established and commonly used in the quantitative study of agonist drug combinations. This article reviews the isobole, its derivation from the concept of dose equivalence, and its usefulness in providing the predicted effect of an agonist drug combination, a topic not discussed in pharmacology textbooks. This review addresses that topic and also shows that an alternate method, called "Bliss independence," is inconsistent with the isobolar approach and also has a less clear conceptual basis. In its simplest application the isobole is the familiar linear plot in cartesian coordinates with intercepts representing the individual drug potencies. It is also shown that the isobole can be nonlinear, a fact recognized by its founder (Loewe) but neglected or rejected by virtually all other users. Whether its shape is linear or nonlinear the isobole is equally useful in detecting synergism and antagonism for drug combinations, and its theoretical basis leads to calculations of the expected effect of a drug combination. Numerous applications of isoboles in preclinical testing have shown that synergism or antagonism is not only a property of the two agonist drugs; the dose ratio is also important, a fact of potential importance to the design and testing of drug combinations in clinical trials.

摘要

等摩尔量曲线在激动剂药物组合的定量研究中得到了很好的确立和广泛应用。本文回顾了等摩尔量曲线,它源自剂量等效性的概念,以及它在提供激动剂药物组合预期效果方面的有用性,这是药理学教科书中未讨论的主题。本文不仅讨论了这一主题,还表明另一种称为“ Bliss 独立性”的方法与等摩尔量方法不一致,并且其概念基础也不那么清晰。在最简单的应用中,等摩尔量曲线是笛卡尔坐标系中的熟悉线性图,截距代表单个药物的效价。本文还表明,等摩尔量曲线可以是非线性的,这一事实虽然为其创建者(Loewe)所承认,但几乎被所有其他使用者忽视或拒绝。无论其形状是线性还是非线性,等摩尔量曲线在检测药物组合的协同作用和拮抗作用方面都同样有用,其理论基础可用于计算药物组合的预期效果。在临床前测试中对等摩尔量曲线的大量应用表明,协同作用或拮抗作用不仅是两种激动剂药物的特性;剂量比也很重要,这一事实可能对临床试验中药物组合的设计和测试具有重要意义。

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