TY - JOUR

T1 - Filtered models for scalar transport in gas-particle flows

AU - Agrawal, Kapil

AU - Holloway, William

AU - Milioli, Christian C.

AU - Milioli, Fernando E.

AU - Sundaresan, Sankaran

N1 - Funding Information:
SS acknowledges the financial support for this work from the Department of Energy Carbon Capture Simulation Initiative and ExxonMobil Research and Engineering Co . CCM and FEM are grateful for the financial support from the São Paulo Research Foundation – FAPESP (Brazil) , which allowed them to pursue this research at Princeton University.
Copyright:
Copyright 2017 Elsevier B.V., All rights reserved.

PY - 2013/5/4

Y1 - 2013/5/4

N2 - We employ a kinetic-theory based two-fluid model to develop a filtered two-fluid model for scalar transport in gas-particle flows. The filtering procedure gives rise to terms describing the filtered interphase heat/mass transfer and filtered scalar diffusion, which need to be constituted in order to close the filtered transport equations. In this work, the closure for these terms is accomplished by performing fine-grid simulations of the two-fluid model in a two-dimensional periodic domain. Filtered scalar diffusion is investigated by imposing a lateral mean gradient in the scalar for each phase. Interphase energy/mass transport is investigated by prescribing a heat/species source (sink) in the solids (gas) phase, such that the energy/species content of the mixture is preserved. The variation of the filtered transport coefficients with respect to filtered particle volume fraction, and scaling with respect to filter size, filtered scalar shear rate, and filtered slip velocity is discussed. We find the filtered interphase heat transfer coefficient to be as much as two orders of magnitude smaller than the microscopic interphase heat transfer coefficient. The model for filtered scalar diffusion is found to have a form very similar to that calculated for single phase turbulent flows. We also calculate the filtered Prandtl number for each phase.

AB - We employ a kinetic-theory based two-fluid model to develop a filtered two-fluid model for scalar transport in gas-particle flows. The filtering procedure gives rise to terms describing the filtered interphase heat/mass transfer and filtered scalar diffusion, which need to be constituted in order to close the filtered transport equations. In this work, the closure for these terms is accomplished by performing fine-grid simulations of the two-fluid model in a two-dimensional periodic domain. Filtered scalar diffusion is investigated by imposing a lateral mean gradient in the scalar for each phase. Interphase energy/mass transport is investigated by prescribing a heat/species source (sink) in the solids (gas) phase, such that the energy/species content of the mixture is preserved. The variation of the filtered transport coefficients with respect to filtered particle volume fraction, and scaling with respect to filter size, filtered scalar shear rate, and filtered slip velocity is discussed. We find the filtered interphase heat transfer coefficient to be as much as two orders of magnitude smaller than the microscopic interphase heat transfer coefficient. The model for filtered scalar diffusion is found to have a form very similar to that calculated for single phase turbulent flows. We also calculate the filtered Prandtl number for each phase.

KW - Fluidization

KW - Gas-particle flow

KW - Heat transfer

KW - Mass transfer

KW - Multiphase flow

KW - Scalar transport

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U2 - 10.1016/j.ces.2013.03.017

DO - 10.1016/j.ces.2013.03.017

M3 - Article

AN - SCOPUS:84876701328

VL - 95

SP - 291

EP - 300

JO - Chemical Engineering Science

JF - Chemical Engineering Science

SN - 0009-2509

ER -