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Model system to define pharmacokinetic requirements for antimalarial drug efficacy

机译:定义抗疟药功效的药代动力学要求的模型系统

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Malaria presents a tremendous public health burden, and new therapies are needed. Massive compound libraries screened against Plasmodium falciparum have yielded thousands of lead compounds, resulting in an acute need for rational criteria to select the best candidates for development. We reasoned that, akin to antibacterials, antimalarials might have an essential pharmacokinetic requirement for efficacy: action governed either by total exposure or peak concentration (AUC/CMAX), or by duration above a defined minimum concentration [time above minimum inhibitory concentration (TMIC)]. We devised an in vitro system for P. falciparum, capable of mimicking the dynamic fluctuations of a drug in vivo. Using this apparatus, we find that chloroquine is TMIC-dependent, whereas the efficacy of artemisinin is driven by CMAX. The latter was confirmed in a mouse model of malaria. These characteristics can explain the clinical success of two antimalarial drugs with widely different kinetics in humans. Chloroquine, which persists for weeks, is ideally suited for its TMIC mechanism, whereas great efficacy despite short exposure (t1/2 in blood 3 hours or less) is attained by CMAX-driven artemisinins. This validated preclinical model system can be used to select those antimalarial lead compounds whose CMAX or TMIC requirement for efficacy matches pharmacokinetics obtained in vivo. The apparatus can also be used to explore the kinetic dependence of other pharmacodynamic endpoints in parasites.
机译:疟疾给公共卫生带来了沉重负担,因此需要新的疗法。针对恶性疟原虫筛选的大量化合物文库已经产生了数千种先导化合物,因此迫切需要合理的标准来选择最佳的候选开发药物。我们认为,类似于抗菌素,抗疟药可能对功效具有基本的药代动力学要求:作用取决于总暴露量或峰值浓度(AUC / CMAX),或者取决于高于定义的最小浓度的持续时间[高于最小抑制浓度的时间(TMIC) ]。我们设计了一种恶性疟原虫的体外系统,能够模拟药物在体内的动态波动。使用这种仪器,我们发现氯喹是TMIC依赖性的,而青蒿素的功效则由CMAX驱动。后者在疟疾的小鼠模型中得到证实。这些特征可以解释两种在人体中动力学差异很大的抗疟药在临床上的成功。氯喹可以持续数周,非常适合其TMIC机制,而CMAX驱动的青蒿素尽管暴露时间短(血液中t1 / 2小于或等于3小时)却具有很高的功效。该经过验证的临床前模型系统可用于选择那些其功效的CMAX或TMIC与体内获得的药代动力学相匹配的抗疟疾先导化合物。该装置还可用于探索寄生虫中其他药效学终点的动力学依赖性。

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