Variable structure-based controllers applied to the modified Hovorka model for type 1 diabetes

<abstract><p>This paper proposed a Filippov blood glucose insulin model with threshold control strategy and studied its dynamic properties. Using Filippov's convex method, we proved the global stability of its two subsystems, the existence and conditions of the sliding region of the system were also given, and different types of equilibrium states of the system were also addressed. The existence and stability of pseudo equilibrium points were thoroughly discussed. Through numerical simulations, we have demonstrated that it is possible to effectively control blood sugar concentrations to achieve more cost-effective treatment levels by selecting an appropriate threshold range for insulin injection.</p></abstract>

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Variable structure-based controllers applied to the modified Hovorka model for type 1 diabetes

Cited by 2 publications

References 46 publications

Control of Fractional Order Bergman’s Glucose-Insulin Minimal Model

Control of Fractional Order Bergman’s Glucose-Insulin Minimal Model

Dynamic analysis of a Filippov blood glucose insulin model

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