| Literature DB >> 30922295 |
Martina Vettoretti1, Andrea Facchinetti2.
Abstract
For individuals affected by Type 1 diabetes (T1D), a chronic disease in which the pancreas does not produce any insulin, maintaining the blood glucose (BG) concentration as much as possible within the safety range (70-180 mg/dl) allows avoiding short- and long-term complications. The tuning of exogenous insulin infusion can be difficult, especially because of the inter- and intra-day variability of physiological and behavioral factors. Continuous glucose monitoring (CGM) sensors, which monitor glucose concentration in the subcutaneous tissue almost continuously, allowed improving the detection of critical hypo- and hyper-glycemic episodes. Moreover, their integration with insulin pumps for continuous subcutaneous insulin infusion allowed developing algorithms that automatically tune insulin dosing based on CGM measurements in order to mitigate the incidence of critical episodes. In this work, we aim at reviewing the literature on methods for CGM-based automatic attenuation or suspension of basal insulin with a focus on algorithms, their implementation in commercial devices and clinical evidence of their effectiveness and safety.Entities:
Keywords: Glucose prediction; Glucose sensors; Hypoglycemia; Insulin pump; Kalman filter; Type 1 diabetes
Mesh:
Substances:
Year: 2019 PMID: 30922295 PMCID: PMC6440103 DOI: 10.1186/s12938-019-0658-x
Source DB: PubMed Journal: Biomed Eng Online ISSN: 1475-925X Impact factor: 2.819
Fig. 1Schematic representation of basal insulin suspension/attenuation algorithms. a Schema of algorithms based on detection of hypoglycemia. Measurements of subject’s interstitial glucose (IG) concentration are real-time collected by a CGM sensor. When CGM measurements go below a threshold T, the hypoglycemia detection module detects hypoglycemia. Then, the basal insulin attenuation module calculates the attenuation factor , which is 0 if no hypoglycemia is detected and if a hypoglycemia is detected. Finally, the nominal basal insulin delivery rate, , is multiplied for to obtain the final modulated basal insulin delivery rate, , which is given in output by the insulin pump. b Schema of algorithms based on prediction of hypoglycemia. In these algorithms, CGM measurements are used, optionally together with other input data (e.g. insulin), to predict in real-time the occurrence of hypoglycemic events PH min in advance (hypoglycemia prediction module). Such hypoglycemia prediction is then used to calculate a basal insulin attenuation factor, , as in detection-based methods
Summary of literature algorithms for basal insulin attenuation or suspension proposed by academic research groups
| Reference paper | Type | Inputs | Prediction method | PH, min | T, mg/dl | Min–max suspension time, min | Assessment type |
|---|---|---|---|---|---|---|---|
| Buckingham et al. Diabetes Technol Ther, 2009 [ | Prediction-based suspension | CGM | Simple linear regression in time, statistical models [ | 30 | 80 | 90–90 | Inpatient [ |
| Buckingham et al. Diabetes Care, 2010 [ | Prediction-based suspension | CGM | Voting schema of 5 separate prediction algorithms [ | 35 | 80 | 30–90 | Inpatient [ |
| Hughes et al. J Diabetes Sci Technol, 2010 [ | Detection-based attenuation | CGM | – | – | 120 | – | In silico [ |
| Hughes et al. J Diabetes Sci Technol, 2010 [ | Prediction-based attenuation | CGM, insulin | Kalman filter with metabolic state observer | 15 | 120 | – | In silico [ |
| Patek et al. IEEE Trans Biomed Eng, 2012 [ | Prediction-based attenuation | CGM, insulin | Simple linear regression in time | 17 | 112.5 | – | In silico [ |
| Cameron et al. J Diabetes Sci Technol, 2012 [ | Prediction-based suspension | CGM | Kalman filter [ | 70 | 80 | 0-120 | Inpatient [ |
| Buckingham et al. Diabetes Technol Ther, 2013 [ | Prediction-based suspension | CGM | Kalman filter [ | 30 | 80 | 0–120 | Outpatient [ |
| Hughes et al. Comput Methods Programs Biomed, 2013 [ | Prediction-based attenuation | CGM, insulin | Simple linear regression in glucose with parameters from historical data | 30 | 120 or 140 | – | In silico [ |
| Stenerson et al. J Diabetes Sci Technol, 2014 [ | Prediction-based suspension | CGM, accelerometer, heart rate | Kalman filter [ | 30 | 80 | 0–120 | In silico [ |
Fig. 2Attenuation function used in the Brakes and Power Brakes algorithms. Plot of the attenuation function used in the Brakes and Power Brakes algorithms (see Eq. 1) for two virtual subjects of the UVA/Padova T1D Simulator [58]. In particular, the function is plotted for the subject with maximum aggressiveness parameter (max , red line) and the subject with minimum aggressiveness parameter (min , blue line)
Fig. 3Commercial devices implementing basal insulin suspension algorithms. a Medtronic Paradigm Veo (taken from: http://www.desang.net/2011/02/medtronic-paradigm-veo). b Medtronic MiniMed 530G (taken from: http://www.medtronicdiabetes.com/loop-blog/introducing-the-minimed-530g-with-enlite). c Medtronic MiniMed 640G (taken from: http://www.medtronic-diabetes.co.uk/minimed-system/minimed-640g-system). d Medtronic MiniMed 630G (taken from: http://www.diabetesms.com/products/minimed-630g-insulin-pump)