| Literature DB >> 26339149 |
Durairaj Rajesh1, Subramanian Muthukumar1, Durairaj Siva2, Ganesan Saibaba1, Dharumadhurai Dhanasekaran3, Govindaraju Archunan1.
Abstract
Cellular rhythms regulate various physiological functions in circadian oscillatory mechanisms. Weight cycling or 'yo-yo' dieting is an evitable process in human, because of subsequent loss and regain of body weight due to irregular diet. Human weight cycle (HWC) is the major factor for causing global epidemic diseases in human beings. Understanding the HWC process would provide potent additional knowledge to prevent obesity. However till date, there is no study dealing with examine the HWC model using virtual cell simulation based on system biological approach. Therefore, the present study was designed to develop a computational HWC model, which was simulated using E-cell system v3.0. The developed model has the cyclic feedback reactions of three significant variables (the consecutive cycles of weight loss in continuous food intake (Q) and regain of body weight (P) at highest threshold point of cognitive restraint (R)) which are obtained by mathematical modelling. The dynamic plot results supported that the PQR variables depicted sustained oscillation with reversible modification due to protein diet. By contrast, the virtual model simulation would provide extensive information on HWC, which might provide knowledge to develop HWC linked with obesity pathway. The presents study concludes that optimization of body weight is essential to prevent the obesity based diseases.Entities:
Keywords: E-CELL system; Goldbeter model; Human weight cycle (HWC) model; PQR; yo-yo diet
Year: 2015 PMID: 26339149 PMCID: PMC4546992 DOI: 10.6026/97320630011336
Source DB: PubMed Journal: Bioinformation ISSN: 0973-2063
Figure 1Schematic representation of virtual simulation using E-Cell system
Figure 2Graphical representation show the human weight cycle (HWC) has sustained oscillation during diet
Figure 3Diagram shows the health risk due to Chronodisruption and preventions for obesity
Figure 5Simulation graph of weight (P), dietary intake (Q) and cognitive restraint (R). A) All the variables were simulated without numerical changes and retrieved as a linear graph; B) Variables P, Q was simulated using artificial numerical modification using simulation by manual method. The variable P was increased rapidly to reach a threshold level and Q showed downward linear plot due to reduction in food intake. C) Variable R was simulated manually and it was increased or decreased linearly while body weight exceeds the maximum.