2021
DOI: 10.3390/foods10081771
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Mathematical Model for Describing Corn Grain Dehydration Kinetics after a Nixtamalization Process

Abstract: In this research, the mathematical model associated with the hydrothermal dehydration process of Nixtamalized Corn Grains (NCG) with different Steeping Time (ST) values, allows the fitting of experimental data with initial moisture M0 and the equilibrium moisture ME as a function of Isothermal Dehydration Time (IDT). The moisture percentage for any time t and dehydration rate (isolines M(t) and isolines vI respectively) of the NCG is shown by means of matrix graphics as a simultaneous function of IDT and ST. T… Show more

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Cited by 2 publications
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“…There is a lot of mathematical models for drying kinetics such as exponentials, logarithmic, and polynomials (Doymaz & Smail, 2011; Wang et al, 2007), which can be expressed as the moisture ratio change with time, and model's parameters can be related to D eff . However, we decided to test the model proposed by Gruintal‐Santos et al, which uses experimental data of total free‐water percentages ( M , %) as a function of time ( t , in min), which is a three‐parameter model (Gruintal‐Santos et al, 2021): M=M0MnormalEekt+ME where M 0 and M E are the initial and equilibrium free‐water percentages, and k is the kinetic constant of the drying rate in min −1 . And M , the total free‐water percentage, is defined as follows: M=WWeqWnormalsW0×100% where W eq is the weight of the sample at the equilibrium.…”
Section: Methodsmentioning
confidence: 99%
“…There is a lot of mathematical models for drying kinetics such as exponentials, logarithmic, and polynomials (Doymaz & Smail, 2011; Wang et al, 2007), which can be expressed as the moisture ratio change with time, and model's parameters can be related to D eff . However, we decided to test the model proposed by Gruintal‐Santos et al, which uses experimental data of total free‐water percentages ( M , %) as a function of time ( t , in min), which is a three‐parameter model (Gruintal‐Santos et al, 2021): M=M0MnormalEekt+ME where M 0 and M E are the initial and equilibrium free‐water percentages, and k is the kinetic constant of the drying rate in min −1 . And M , the total free‐water percentage, is defined as follows: M=WWeqWnormalsW0×100% where W eq is the weight of the sample at the equilibrium.…”
Section: Methodsmentioning
confidence: 99%