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闭环皮下胰岛素输注算法的验证——皮下胰岛素吸收动力学的应用

Validation of closed-loop subcutaneous insulin infusion algorithm--application of subcutaneous insulin absorption kinetics.

作者信息

Asakawa N, Saito Y, Yamasaki Y, Kawamori R, Shichiri M

机构信息

First Department of Medicine, Osaka University, Medical School, Japan.

出版信息

Diabetes Res. 1987 Aug;5(4):193-8.

PMID:3311559
Abstract

For long-term glycemic normalization with a closed-loop control system, a subcutaneous insulin infusion algorithm has been developed based on the pharmacokinetics of subcutaneously administered insulin. A 3-compartmental model was applied to mathematically express the relation between the insulin injected subcutaneously as an input and the plasma insulin response as an output. A computer simulation study using this model showed that the following insulin infusion algorithm is feasible for closed-loop glycemic control by selecting appropriate parameters (Kp/Kd/Kc = 0.0056/0.92/-0.11), IIR(t) = Kp G(t)+Kd d G(t)/dt+Kc, where IIR(t) is the subcutaneous insulin infusion rate at time t (min), G(t) is the blood glucose concentration and Kp, Kd, Kc are the constants. In 5 pancreatectomized dogs, subcutaneous insulin infusion with this algorithm made it possible to keep postprandial glycemic levels after oral glucose load (2 g/kg) at 168 +/- 14 mg/dl (mean +/- SEM) in 60 min and maintained normoglycemia from 180 to 300 min with the total amount of infused insulin being 0.14 +/- 0.019 U/kg. In 5 insulin-dependent diabetic patients, the peaks of postprandial glycemic levels after meal load (450 kcal) were controlled to 176 +/- 36 mg/dl at 90 min and were reduced to 98 +/- 13 mg/dl at 300 min with the total amount of infused insulin being 0.172 +/- 0.063 U/kg. The mean peak plasma insulin level was 49 +/- 11 microU/ml at 90 min. These results indicate the clinical controllability of postprandial glycemia with the closed-loop subcutaneous insulin infusion algorithm in diabetic patients.

摘要

为了通过闭环控制系统实现长期血糖正常化,基于皮下注射胰岛素的药代动力学开发了一种皮下胰岛素输注算法。应用三室模型来数学表达皮下注射胰岛素作为输入与血浆胰岛素反应作为输出之间的关系。使用该模型的计算机模拟研究表明,通过选择适当的参数(Kp/Kd/Kc = 0.0056/0.92/-0.11),以下胰岛素输注算法对于闭环血糖控制是可行的,IIR(t) = Kp G(t)+Kd d G(t)/dt+Kc,其中IIR(t)是时间t(分钟)时的皮下胰岛素输注速率,G(t)是血糖浓度,Kp、Kd、Kc是常数。在5只胰腺切除的狗中,采用该算法进行皮下胰岛素输注,使得口服葡萄糖负荷(2 g/kg)后60分钟的餐后血糖水平保持在168±14 mg/dl(平均值±标准误),并在180至300分钟内维持正常血糖,输注胰岛素总量为0.14±0.019 U/kg。在5名胰岛素依赖型糖尿病患者中,餐后负荷(450千卡)后餐后血糖水平的峰值在90分钟时控制在176±36 mg/dl,在300分钟时降至98±13 mg/dl,输注胰岛素总量为0.172±0.063 U/kg。90分钟时平均血浆胰岛素峰值水平为49±11微U/ml。这些结果表明,糖尿病患者使用闭环皮下胰岛素输注算法对餐后血糖具有临床可控性。

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