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The Actions of Drug Combinations on the GABAA Receptor Manifest as Curvilinear Isoboles of Additivity

机译:药物组合对GABAA受体清单的曲线加性等速线的作用

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摘要

Drug interactions are often analyzed in terms of isobolograms. In the isobologram, the line connecting the axial points corresponding to the concentrations of two different drugs that produce an effect of the same magnitude is termed an isobole of additivity. Although the isobole of additivity can be a straight line in some special cases, previous work has proposed that it is curvilinear when the two drugs differ in their maximal effects or Hill slopes. Modulators of transmitter-gated ion channels have a wide range of maximal effects as well as Hill slopes, suggesting that the isoboles for drug actions on ion channel function are not linear. In this study, we have conducted an analysis of direct activation and potentiation of the human α1β2γ2L GABAA receptor to demonstrate that: 1) curvilinear isoboles of additivity are predicted by a concerted transition model where the binding of each GABAergic drug additively and independently reduces the free energy of the open receptor compared with the closed receptor; and 2) experimental data for receptor activation using the agonist pair of GABA and propofol or potentiation of responses to a low concentration of GABA by the drug pair of alfaxalone and propofol agree very well with predictions. The approach assuming independent energetic contributions from GABAergic drugs enables, at least for the drug combinations tested, a straightforward method to accurately predict functional responses to any combination of concentrations.
机译:药物相互作用通常根据等效线图进行分析。在等效线图中,将与产生相同大小作用的两种不同药物的浓度相对应的轴点连接在一起的线称为加和性等值线。尽管在某些特殊情况下可加性的等边线可以是一条直线,但先前的工作已提出,当两种药物的最大作用或希尔斜率不同时,它的曲线是曲线的。发射器门控离子通道的调节剂具有广泛的最大作用以及Hill斜率,这表明用于药物作用于离子通道功能的同工酶不是线性的。在这项研究中,我们对人α1β2γ2LGABAA受体的直接激活和增强进行了分析,以证明:1)协同过渡模型预测了可加性的曲线同工形,在该模型中,每种GABA能药物的结合相加并独立地减少了游离与封闭受体相比,开放受体的能量; 2)使用GABA和丙泊酚激动剂对激活受体的实验数据,或通过阿法沙酮和丙泊酚对对低浓度GABA的反应增强的实验数据与预测非常吻合。假设来自GABA药物的独立能量贡献的方法至少对于所测试的药物组合而言,是一种直接预测对任何浓度组合的功能反应的直接方法。

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