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Insulin stabilisation in artificial pancreas: a positive control approach

机译:人造胰腺中的胰岛素稳定:一种积极的控制方法

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In the therapy of type 1 diabetes, artificial pancreas (AP) involves the automatic insulin delivery. The control problem in AP has been formulated to regulate glucose into its physiological range without accounting for dynamical effects of the delivered insulin. To address this problem, a control scheme to stabilise the insulin is proposed. The method shows that insulin stabilisation is reached and it is further improved while glucose remains into its range. Glucose metabolism is represented by a physiological and compartmental mathematical model, which consists of three interconnected subsystems called glucose, insulin and glucagon subsystems. In particular, the insulin subsystem is a positive linear system, thus it is possible to exploit its properties to propose a stabilisation scheme via positive control. Two approaches are presented: one based on sliding mode theory, and other based on control Lyapunov function theory. Some conditions are stated for the existence of stabilising controllers that improve the stabilisation rate while they take advantage of the cascade structure of the physiological model to maintain glucose into its range. A further application of these schemes is regarding safety of AP, preventing hypoglycaemia and/or hyperinsulinemia induced by a possible overreaction of AP's control schemes.
机译:在1型糖尿病的治疗中,人工胰腺(AP)涉及自动胰岛素输送。 AP中的控制问题已被制定为将葡萄糖调节至其生理范围,而不考虑所输送胰岛素的动力学作用。为了解决这个问题,提出了稳定胰岛素的控制方案。该方法表明,在葡萄糖保持在其稳定范围内的同时,达到了胰岛素稳定作用并进一步得到了改善。葡萄糖代谢由生理和区室数学模型表示,该模型由三个相互连接的子系统组成,分别称为葡萄糖,胰岛素和胰高血糖素子系统。特别地,胰岛素子系统是正线性系统,因此可以利用其特性通过正控制提出稳定方案。提出了两种方法:一种基于滑模理论,另一种基于控制李雅普诺夫函数理论。为稳定控制器的存在陈述了一些条件,这些控制器在利用生理模型的级联结构将葡萄糖维持在其范围内的同时提高了稳定速率。这些方案的进一步应用是关于AP的安全性,防止由于AP的控制方案可能反应过度而引起的低血糖和/或高胰岛素血症。

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