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首页> 外文期刊>Pharmaceutical research >P-glycoprotein induction and tumor cell-kill dynamics in response to differential Doxorubicin dosing strategies: a theoretical pharmacodynamic model.
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P-glycoprotein induction and tumor cell-kill dynamics in response to differential Doxorubicin dosing strategies: a theoretical pharmacodynamic model.

机译:P-糖蛋白诱导和肿瘤细胞杀伤动力学响应不同的阿霉素剂量策略:理论药效学模型。

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摘要

PURPOSE.: The objectives of this work were 1) to develop a theoretical pharmacodynamic model that captures dynamic changes resulting from drug/therapy mediated P-glycoprotein (P-gp) induction and 2) to compare the pharmacodynamic outcomes of several doxorubicin (DOX) dosing schemes through simulations. METHODS.: We developed a theoretical model that included a pharmacokinetic (PK) model for intracellular DOX-mediated P-gp induction and a pharmacodynamic (PD) model using a threshold trigger function for tumor cell-kill. In this model, both the level of P-gp induction and rate of tumor cell death were modulated by intracellular DOX concentration. Most model parameters were obtained from literature sources, and a few were either fixed or reasonably estimated. RESULTS.: Comparative dosing simulations showed that a 10-week constant infusion in which a tumor cell population was continuously exposed to the drug did not produce the best PD profile. On the other hand, dosing schemes where the cell population was initially challenged with a high dose, followed by intermittent dosing, generated the best PD profile. The favorable outcome of the latter dosing schemes was correlated with the lowest expression of P-gp in terms of area under the curve (AUC) during treatment period. CONCLUSIONS.: The simulations led us to conclude that drug resistance, particularly resistance caused by P-gp overexpression, induced during chemotherapy may, in part, be circumvented by designing optimal dosing strategies that minimize P-gp induction.
机译:目的:这项工作的目的是:1)建立理论药效学模型,以捕获药物/疗法介导的P-糖蛋白(P-gp)诱导产生的动态变化; 2)比较几种阿霉素(DOX)的药效学结果通过模拟进行配液方案。方法:我们开发了一种理论模型,其中包括用于细胞内DOX介导的P-gp诱导的药代动力学(PK)模型和使用阈值触发功能来杀死肿瘤细胞的药效学(PD)模型。在该模型中,P-gp诱导水平和肿瘤细胞死亡速率均受细胞内DOX浓度的调节。大多数模型参数是从文献资料中获得的,有一些是固定的或合理估计的。结果:对比剂量模拟显示,连续10周的持续输注(其中肿瘤细胞群体持续暴露于药物中)不会产生最佳的PD曲线。另一方面,最初以高剂量挑战细胞群,然后间歇给药的给药方案产生了最佳的PD曲线。后一种给药方案的良好结果与治疗期间P-gp在曲线下面积(AUC)方面的最低表达相关。结论:模拟使我们得出结论,在化疗期间诱导的药物耐药性,特别是由P-gp过表达引起的耐药性,可以通过设计使P-gp诱导最小化的最佳剂量策略来部分规避。

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