Unprecedented homotopy perturbation method for solving nonlinear equations in the enzymatic reaction of glucose in a spherical matrix.
Saranya, K.; Mohan, V.; Kizek, R.; Fernandez, C.; Rajendran, L.
The theory of glucose-responsive composite membranes for the planar diffusion and reaction process is extended to a microsphere membrane. The theoretical model of glucose oxidation and hydrogen peroxide production in the chitosan-aliginate microsphere has been discussed in this manuscript for the first time. We have successfully reported an analytical derived methodology utilizing homotopy perturbation to perform the numerical simulation. The influence and sensitive analysis of various parameters on the concentrations of gluconic acid and hydrogen peroxide are also discussed. The theoretical results enable to predict and optimize the performance of enzyme kinetics.
|Journal Article Type||Article|
|Publication Date||Feb 28, 2018|
|Journal||Bioprocess and biosystems engineering|
|Publisher||Springer (part of Springer Nature)|
|Peer Reviewed||Peer Reviewed|
|Institution Citation||SARANYA, K., MOHAN, V., KIZEK, R., FERNANDEZ, C. and RAJENDRAN, L. 2018. Unprecedented homotopy perturbation method for solving nonlinear equations in the enzymatic reaction of glucose in a spherical matrix. Bioprocess and biosystems engineering [online], 41(2), pages 281-294. Available from: https://doi.org/10.1007/s00449-017-1865-0|
|Keywords||Enzyme encapsulated polymer microspheres; Enzyme reaction mechanism; Mathematical modelling; New approaches of homotopy perturbation method|
SARANYA 2018 Unprecedented homotopy perturbation
You might also like
Coherent interface strengthening of ultrahigh pressure heat-treated Mg-Li-Y alloys.