2021
DOI: 10.1016/j.fuel.2021.120281
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Self-heating and thermal runaway of biomass – Lab-scale experiments and modeling for conditions resembling power plant mills

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Cited by 6 publications
(10 citation statements)
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“…The simplest model is based only on the energy equation (eq ) with a single or multiple reactions to predict the spontaneous ignition in stockpiled materials with temporary and spatial variability . With the consumption of the reactants considered, additional equations for mass transport of such as oxygen through diffusion are integrated; convective heat and mass transport can also be considered by applying Darcy’s law. , These allow the model to accommodate the effects of the process factors in the self-heating process. To investigate the self-heating of moist materials and the influence of moisture, heat effects of physical and chemical processes associated with the moisture have been considered as heat sources in numerical models. , Heat generation due to biological processes, which is critical to moist biomass and biomass-originated materials, can also be included in the models. ,, With the transport of heat and mass as well as momentum through the porous medium and the reactions of multiple heat sources integrated (eqs and ), the model has been developed and generalized to be capable of simulating the process from self-heating to the consequent self-ignition and smoldering combustion.…”
Section: Modeling the Self-heating Processmentioning
confidence: 99%
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“…The simplest model is based only on the energy equation (eq ) with a single or multiple reactions to predict the spontaneous ignition in stockpiled materials with temporary and spatial variability . With the consumption of the reactants considered, additional equations for mass transport of such as oxygen through diffusion are integrated; convective heat and mass transport can also be considered by applying Darcy’s law. , These allow the model to accommodate the effects of the process factors in the self-heating process. To investigate the self-heating of moist materials and the influence of moisture, heat effects of physical and chemical processes associated with the moisture have been considered as heat sources in numerical models. , Heat generation due to biological processes, which is critical to moist biomass and biomass-originated materials, can also be included in the models. ,, With the transport of heat and mass as well as momentum through the porous medium and the reactions of multiple heat sources integrated (eqs and ), the model has been developed and generalized to be capable of simulating the process from self-heating to the consequent self-ignition and smoldering combustion.…”
Section: Modeling the Self-heating Processmentioning
confidence: 99%
“…The state-of-the-art numerical models ,, theoretically describe the transport processes involved in the self-heating process and are therefore able to fully cover the process factors including pile size and configuration, ambient conditions, , and air flow inside and outside the pile . However, to cover the reaction and material related factors requires characterizing the properties and especially the kinetics of different biomass materials. , In particular, the submodels for the heat sources, that is, microbial activity and chemical oxidation, are still not so mechanistically based. This means that current models are far from an engineering tool for practical predictions.…”
Section: Modeling the Self-heating Processmentioning
confidence: 99%
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“…The self-heating and thermal runaway of four types of biomass without vapor sorption have also been studied by Schwarzer et al [34] at the lab-scale and modelled satisfactorily, taking into account all the external and internal mass and heat transfer in cylindrical samples.…”
Section: Self-heating Analysis Considering the Maximum Temperature Risementioning
confidence: 97%