2019
DOI: 10.1016/j.fuproc.2019.03.002
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A fully coupled electromagnetic, heat transfer and multiphase porous media model for microwave heating of coal

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Cited by 153 publications
(45 citation statements)
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“…The boundary condition for the waveguide was set as the impedance boundary condition. This condition can be mathematically described as follows: (13) where E s is the electric field source that is used to specify a surface current source at the boundary; n is the normal vector of the boundary; µ 0 and µ r are the permeability of the vacuum and relative permeability, respectively.…”
Section: Boundary Conditionsmentioning
confidence: 99%
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“…The boundary condition for the waveguide was set as the impedance boundary condition. This condition can be mathematically described as follows: (13) where E s is the electric field source that is used to specify a surface current source at the boundary; n is the normal vector of the boundary; µ 0 and µ r are the permeability of the vacuum and relative permeability, respectively.…”
Section: Boundary Conditionsmentioning
confidence: 99%
“…A fully coupled electromagneticthermal-mechanical model was developed to investigate the influence of coal compaction, thermal expansion, thermally induced gas desorption, and sorption-induced coal deformation on the coalbed methane extraction [12]. Microwave absorption by coal redistributes the electromagnetic field in the cavity, which leads to high-and low-energy regions [13]. Owing to water evaporation and thermal convection, the temperature increase in the coal sample during microwave drying exhibits a ''fast-slow-fast'' trend, and water evaporation is the key factor in the thermal distribution [14].…”
Section: Introductionmentioning
confidence: 99%
“…Due to the complexity of the HM model, the following assumptions are adopted: (a) coal seam is assumed as a dual‐porosity (fractures and matrix pores) single‐permeability elastic medium; (b) the free gases conform to the ideal gas law, and they exist and migrate in the space of fractures and pores; (c) the adsorbed gas exists on the surface of pores, and water only migrates in fractures; (d) for the transport of methane, it first desorbs from the surface of matrix pores—Langmuir equation, then diffuses from the pores to the fractures—Fick's law, and finally seepages from fractures to drainage borehole—Darcy's law; while for the injected flue gas, the transport direction is opposite—gas mixture first seepages from the injection borehole to the fractures, then diffuses from the fractures to the matrix, followed by the competitive adsorption with CH 4 on pore surfaces. The mass transport of gas and water mixture in the process of flue gas enhanced drainage is shown in Figure .…”
Section: Mathematical Model For Flue Gas Enhanced Coal Seam Gas Drainagementioning
confidence: 99%
“…Due to a change in effective stress, the corresponding fracture dilation can be obtained as follows [41,42] Δb…”
Section: Coal Deformationmentioning
confidence: 99%