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Mathematical Modeling and Numerical Simulation of Glucose-Insulin System for Diabetic Therapeutic Management

机译:糖尿病治疗管理用葡萄糖胰岛素系统的数学建模和数值模拟

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摘要

The pathogenesis of diabetes is still not understood and various potential causes are usually investigated through complex in vitro or in vivo experimentation. A mathematical model able to describe insulin-glucose kinetics during simple clinical tests such as insulin and glucose tolerance test was developed. This model can quantify in individual patients, macroscopic physiological process that may be associated with the development of diabetic disease and the model was validated with numerically significant group of subjects. Eighty seven subjects participated in the study. The gut-blood system was modeled as an infinite number of continuous stirred tanks in series. The model was solved using Laplace transformation. The model quantifies the amount of insulin needed for the administration of individuals at different times to keep the glucose level in check. Statistical analysis shows that there was no statistical difference (p<0.05) between the measured and simulated mean plasma insulin levels and the corresponding plasma glucose levels.
机译:糖尿病的发病机理仍不清楚,通常通过复杂的体外或体内实验研究各种潜在原因。建立了能够描述简单临床测试(例如胰岛素和葡萄糖耐量测试)中的胰岛素-葡萄糖动力学的数学模型。该模型可以量化单个患者的宏观生理过程,该过程可能与糖尿病疾病的发展有关,并且该模型已在数值上有意义的受试者组中进行了验证。八十七名受试者参加了研究。肠血系统被建模为无数个连续的搅拌罐。该模型使用拉普拉斯变换求解。该模型量化了在不同时间给予个体以保持血糖水平所需的胰岛素量。统计分析表明,测量的和模拟的平均血浆胰岛素水平与相应的血浆葡萄糖水平之间没有统计学差异(p <0.05)。

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