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- Modeling and Control of Biomedical Systems II
- (344c) Model-Based Control of Blood Glucose in Intensive Care Unit (ICU) Patients
A number of different models are available for studies of insulin-glucose dynamics in critical care (Parker and Doyle, 2001; Florian and Parker, 2005). In this work a three-state physiological model developed by Chase et al. (2006) is used for simulation studies based on 15 sets of model parameters (that is, a population of 15 distinct in silico subjects). In the first part of this presentation, insulin infusion rate is the only manipulated input to control the glucose concentration. While the focus is often on regulating blood glucose by infusing insulin, it should be recognized that ICU patients also have nutritional needs that are satisfied by both enteral (feeding tubes) and parenteral (IV) delivery (Wong et al., 2006). In the second part of our presentation, glucose feed rate is used as a manipulated input, in addition to insulin infusion. Our control algorithms assure that a specified nutrition rate (grams of glucose per day) is achieved over a long time scale (several hours to a day), yet vary the glucose infusion over the short time scale to improve glucose control. These ideas can be considered extensions of the habituating control strategy proposed by Henson et al. (1995), which uses an additional degree of freedom to improve disturbance rejection. The proposed multiple model predictive control strategy, using both insulin and glucose infusion, leads to better performance than fixed-model and single input control strategies.
Literature Cited
Bequette, B.W. ?Analysis of Algorithms for Intensive Care Unit Blood Glucose Control,? Diabetes Science and Technology, 1(6), 813-824 (2007). Chase JG, Shaw GM, Wong XW, Lotz T, Lin J, Hann CE. Model-based glycemic control in critical care-A review of the state of the possible. Biomed Signal Process Control. 1(1):3-21 (2006).
Davidson, P.C., R.D. Steed and B.W. Bode ?Glucommander: a computer-directed intravenuous insulin system shown to be safe, simple, and effective in 120,618 hours of operation,? Diabetes Care, 28(10), 2418-2423 (2005).
Florian Jr, J.A. and R.S. Parker. ?Empirical Modeling for Glucose Control in Diabetes and Critical Care.? European Journal of Control, 11(6), 616-616, 2005.
Henson, M.A., B.A. Ogunnaike and J.S. Schwaber ?Habituating control strategies for process control,? AIChE Journal, 41(3), 604-618 (1995).
Kuure-Kinsey, M. and B.W. Bequette ?Multiple Model Predictive Control of Nonlinear Systems,? in Nonlinear Model Predictive Control, Lecture Notes in Control and Information Sciences Vol. 384, pp. 153-165, L. Magni, D.M. Raimondo, F. Allgower (eds), Springer (2009).
Parker, R.S. and F.J. Doyle III. ?Control?relevant Modeling in Drug Delivery.? Advances in Drug Delivery Reviews, vol. 48, pp. 211-248, 2001.
Rao, R., C.C. Palerm, B. Aufderheide and B.W. Bequette ?Experimental Studies on Automated Regulation of Hemodynamic Variables,? IEEE Engineering in Medicine and Biology Magazine, 20(1), 24-38 (Jan/Feb, 2001).
Van den Berghe, G., P. Wouters, F. Weekers, C. Verwaest, F. Bruyninckx, M. Schetz, D. Vlasselaers, P. Ferdinande, P. Lauwers, and R. Gouillon, ?Intensive insulin therapy in critically ill patients,? New Eng. J. Med., 345(19), 1359-1367 (2001).
Wong, X.W., I. Singh-Levett, L.J. Hollingsworth, G.M. Shaw, C.E. Hann, T. Lotz, J. Lin, O.S.W. Wong, and J.G. Chase ?A Novel, model-based insulin and nutrition delivery controller for glycemic regulation in critically ill patients,? Diabetes Technology and Therapeutics, 8(2), 174-190 (2006).