2017
DOI: 10.1080/15435075.2017.1359785
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Two-dimensional modeling of torrefaction of a large biomass particle

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Cited by 7 publications
(2 citation statements)
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“…Although the biomass furnace bed is a solid–gas-phase reacting zone, the homogeneous bed model presumes the biomass packed bed to be a single phase, so that air and solid particles’ thermal properties are aggregated into one equation; in other words, the two phases are assumed to have equal temperatures. The chemical reaction mechanism dominates the conversion in this method, and the results of the single biomass particle model extend to the whole bed. ,,,,, In the course of the bed modeling of the grate bed combustors, this method would not provide precise outcomes, as in reality the particles inside the bed have different boundary conditions, while this model can perform much better for fluidized bed modeling.…”
Section: Modeling and Cfd Simulationmentioning
confidence: 99%
“…Although the biomass furnace bed is a solid–gas-phase reacting zone, the homogeneous bed model presumes the biomass packed bed to be a single phase, so that air and solid particles’ thermal properties are aggregated into one equation; in other words, the two phases are assumed to have equal temperatures. The chemical reaction mechanism dominates the conversion in this method, and the results of the single biomass particle model extend to the whole bed. ,,,,, In the course of the bed modeling of the grate bed combustors, this method would not provide precise outcomes, as in reality the particles inside the bed have different boundary conditions, while this model can perform much better for fluidized bed modeling.…”
Section: Modeling and Cfd Simulationmentioning
confidence: 99%
“…Early studies on biomass pyrolysis focused on the reaction mechanism and often ignored the convective terms in the mass and energy balances. More recent studies included the pressure build-up and the convective flow of gases out of the particle in order to obtain a more accurate description of the pyrolysis process. ,, However, the numerical challenges associated with solving balance equations in spherical coordinates that include convective terms are not insignificant. Formulating discretization schemes in spherical coordinates requires some additional considerations as direct discretization of radial derivatives, i.e., by replacing d r by Δ r , and so on, can result in a nonconservative scheme in which the total mass of all species is not conserved.…”
Section: Introductionmentioning
confidence: 99%