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Numerical Analysis of the Reaction-diffusion Equation for Soluble Starch and Dextrin as Substrates of Immobilized Amyloglucosidase in a Porous Support by Using Least Square Method
oleh: Ali Izadi, Sobhan Mosayebi dorcheh, Hamid Rashedi
Format: | Article |
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Diterbitkan: | Shahid Behehsti University of Medical Sciences 2015-10-01 |
Deskripsi
<p>In this study, substrates concentration profile has been studied in a porous matrix containing immobilized amyloglucosidase for glucose production. This analysis has been performed by using of an analytical method called Least Square Method and results have been compared with numerical solution. Effects of effective diffusivity (), Michael's constant (), maximum reaction rate () and initial substrate concentration () are studied on Soluble Starch and Dextrin concentration in the spherical support. Outcomes reveal that Least Square Method has an excellent agreement with numerical solution and in the center of support, substrate concentration is minimum and increasing of effective diffusivity and Michael's constant reduce the Soluble Starch and Dextrin profile gradient.</p>