Literature DB >> 2035636

Computer model for mechanisms underlying ultradian oscillations of insulin and glucose.

J Sturis1, K S Polonsky, E Mosekilde, E Van Cauter.   

Abstract

Oscillations in human insulin secretion have been observed in two distinct period ranges, 10-15 min (i.e. rapid) and 100-150 min (i.e., ultradian). The cause of the ultradian oscillations remains to be elucidated. To determine whether the oscillations could result from the feedback loops between insulin and glucose, a parsimonious mathematical model including the major mechanisms involved in glucose regulation was developed. This model comprises two major negative feedback loops describing the effects of insulin on glucose utilization and glucose production, respectively, and both loops include the stimulatory effect of glucose on insulin secretion. Model formulations and parameters are representative of results from published clinical investigations. The occurrence of sustained insulin and glucose oscillations was found to be dependent on two essential features: 1) a time delay of 30-45 min for the effect of insulin on glucose production and 2) a sluggish effect of insulin on glucose utilization, because insulin acts from a compartment remote from plasma. When these characteristics were incorporated in the model, numerical simulations mimicked all experimental findings so far observed for these ultradian oscillations, including 1) self-sustained oscillations during constant glucose infusion at various rates; 2) damped oscillations after meal or oral glucose ingestion; 3) increased amplitude of oscillation after increased stimulation of insulin secretion, without change in frequency; and 4) slight advance of the glucose oscillation compared with the insulin oscillation.(ABSTRACT TRUNCATED AT 250 WORDS)

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Year:  1991        PMID: 2035636     DOI: 10.1152/ajpendo.1991.260.5.E801

Source DB:  PubMed          Journal:  Am J Physiol        ISSN: 0002-9513


  41 in total

1.  Abnormalities in the ultradian oscillations of insulin secretion and glucose levels in type 2 (non-insulin-dependent) diabetic patients.

Authors:  J Sturis; K S Polonsky; E T Shapiro; J D Blackman; N M O'Meara; E van Cauter
Journal:  Diabetologia       Date:  1992-07       Impact factor: 10.122

2.  A composite computational model of liver glucose homeostasis. II. Exploring system behaviour.

Authors:  T Sumner; J Hetherington; R M Seymour; L Li; M Varela Rey; S Yamaji; P Saffrey; O Margoninski; I D L Bogle; A Finkelstein; A Warner
Journal:  J R Soc Interface       Date:  2012-02-08       Impact factor: 4.118

3.  Optimal homeostasis necessitates bistable control.

Authors:  Guanyu Wang
Journal:  J R Soc Interface       Date:  2012-04-25       Impact factor: 4.118

4.  Synchronization of mouse islets of Langerhans by glucose waveforms.

Authors:  Xinyu Zhang; Arij Daou; Tuan M Truong; Richard Bertram; Michael G Roper
Journal:  Am J Physiol Endocrinol Metab       Date:  2011-07-19       Impact factor: 4.310

5.  Bifurcation analysis in a delay model of IVGTT glucose-insulin interaction.

Authors:  Fateme Mohabati; MohammadReza Molaei
Journal:  Theory Biosci       Date:  2019-07-22       Impact factor: 1.919

6.  A composite computational model of liver glucose homeostasis. I. Building the composite model.

Authors:  J Hetherington; T Sumner; R M Seymour; L Li; M Varela Rey; S Yamaji; P Saffrey; O Margoninski; I D L Bogle; A Finkelstein; A Warner
Journal:  J R Soc Interface       Date:  2011-06-15       Impact factor: 4.118

7.  Systemically modeling the dynamics of plasma insulin in subcutaneous injection of insulin analogues for type 1 diabetes.

Authors:  Jiaxu Li; Yang Kuang
Journal:  Math Biosci Eng       Date:  2009-01       Impact factor: 2.080

Review 8.  Pharmacokinetic/pharmacodynamic modelling in diabetes mellitus.

Authors:  Cornelia B Landersdorfer; William J Jusko
Journal:  Clin Pharmacokinet       Date:  2008       Impact factor: 6.447

9.  Lack of control by glucose of ultradian insulin secretory oscillations in impaired glucose tolerance and in non-insulin-dependent diabetes mellitus.

Authors:  N M O'Meara; J Sturis; E Van Cauter; K S Polonsky
Journal:  J Clin Invest       Date:  1993-07       Impact factor: 14.808

10.  A mathematical model of brain glucose homeostasis.

Authors:  Lu Gaohua; Hidenori Kimura
Journal:  Theor Biol Med Model       Date:  2009-11-27       Impact factor: 2.432

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