Mathematical Modeling of Antihypertensive Therapy with Azilsartan Medoxomil on the Example of Clinical Data of a Real Patient

A.D. Borodulina, E. Kutumova, G. Lifshits, F. Kolpakov
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Abstract

Hypertension is a pathology caused by increased systolic and/or diastolic blood pressure. The disease can be controlled by various antihypertensive drugs. This study simulates the response of the human cardiovascular and renal systems to the action of the angiotensin II receptor blocker azilsartan medoxomil, taking into account dual combinations of this drug with the thiazide diuretic hydrochlorothiazide, the $upbeta$-blocker bisoprolol and the calcium channel blocker amlodipine. For this purpose, we consider an agent-based mathematical model of blood pressure regulation, previously developed in the BioUML software and including pharmacodynamic functions for hydrochlorothiazide, bisoprolol, and amlodipine. To simulate the effect of azilsartan, we extended the model with a dose-dependent constant that reduces the rate of binding of angiotensin II to AT1 receptors in accordance with the pharmacological action of the drug. The identification of this constant was carried out on the basis of known clinical trials of azilsartan. The model was tested on a population of virtual patients (equilibrium parametrizations of the model within the specified physiological constraints) with uncomplicated hypertension and uniformly distributed values of systolic/diastolic blood pressure and heart rate. Then, a methodological issue of adapting the model to the clinical parameters of a real patient was considered.
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阿兹沙坦-美多索米降压治疗的数学建模——以实际患者临床数据为例
高血压是由收缩压和/或舒张压升高引起的一种病理。这种疾病可通过各种降压药加以控制。本研究模拟了人类心血管和肾脏系统对血管紧张素II受体阻滞剂阿齐沙坦美多索米作用的反应,考虑到该药物与噻嗪类利尿剂氢氯噻嗪、$upbeta$阻滞剂比索洛尔和钙通道阻滞剂氨氯地平的双重联合。为此,我们考虑了一种基于药物的血压调节数学模型,该模型先前在BioUML软件中开发,包括氢氯噻嗪、比索洛尔和氨氯地平的药效学功能。为了模拟阿齐沙坦的作用,我们用剂量依赖常数扩展了模型,该常数根据药物的药理作用降低了血管紧张素II与AT1受体的结合率。该常数的确定是在阿兹沙坦已知临床试验的基础上进行的。该模型在一组虚拟患者(模型在特定生理约束下的平衡参数化)中进行了测试,这些患者无并发症高血压,收缩压/舒张压和心率值分布均匀。然后,考虑了使模型适应真实患者临床参数的方法学问题。
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来源期刊
Mathematical Biology and Bioinformatics
Mathematical Biology and Bioinformatics Mathematics-Applied Mathematics
CiteScore
1.10
自引率
0.00%
发文量
13
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