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Journal of the American Chemical Society, ISSN 0002-7863, 02/2016, Volume 138, Issue 7, pp. 2292 - 2301
Porous metal–organic frameworks (MOFs) have been studied in the context of a wide variety of applications, particularly in relation to molecular storage and... 
LIQUID-CHROMATOGRAPHIC SEPARATION | GAS-STORAGE | XYLENE ISOMERS | C-8 AROMATIC-HYDROCARBONS | VAPOR-PHASE ADSORPTION | GREEN CHEMISTRY | METAL-ORGANIC FRAMEWORK | FAUJASITE-TYPE ZEOLITES | HYDROGEN STORAGE | CARBON-DIOXIDE | CHEMISTRY, MULTIDISCIPLINARY | Chemical bonds | Dextrins | Chemical properties | Silica | Analysis
Journal Article
Journal of Molecular Liquids, ISSN 0167-7322, 10/2018, Volume 268, pp. 813 - 823
Journal Article
International Journal of Heat and Mass Transfer, ISSN 0017-9310, 01/2017, Volume 104, pp. 878 - 889
....•The cavity is filled with a porous medium saturated with Cupper Cu–water nanofluid.•A broad range of Hartmann numbers is employed... 
Heat generation | Nanofluid | Magnetic field | Hartmann number | Porous medium | NATURAL-CONVECTION | WALLS | ENCLOSURE | FLOW | ENGINEERING, MECHANICAL | ENTROPY GENERATION | DRIVEN CONVECTION | BUOYANCY | MECHANICS | THERMODYNAMICS | FLUID | Magnetic fields | Analysis
Journal Article
Journal of Differential Equations, ISSN 0022-0396, 09/2016, Volume 261, Issue 6, pp. 2935 - 2985
.... In particular, we can rigorously prove that the fractional Allen–Cahn, fractional porous medium, and fractional fast-diffusion equations can be obtained in the limit... 
Fractional porous medium equation | Stationary solution | Fractional Laplacian | Cahn–Hilliard equation | Singular limit
Journal Article
Angewandte Chemie International Edition, ISSN 1433-7851, 04/2017, Volume 56, Issue 17, pp. 4858 - 4861
Journal Article
Journal of Thermal Analysis and Calorimetry, ISSN 1388-6150, 6/2019, Volume 136, Issue 6, pp. 2295 - 2304
Journal Article
Journal of Thermal Analysis and Calorimetry, ISSN 1388-6150, 01/2019, Volume 135, Issue 2, pp. 1479 - 1492
This investigation provides a review on the applications of nanofluids in porous media. The transport phenomena in porous media have been of continuing... 
MHD | Nanofluid | Natural and mixed convection | Porous medium | Laminar | NATURAL-CONVECTION | CHEMISTRY, ANALYTICAL | HEAT-TRANSFER ENHANCEMENT | FLUID-FLOW | CAVITY | CHEMISTRY, PHYSICAL | ENCLOSURE | EFFECTIVE THERMAL-CONDUCTIVITY | MIXED CONVECTION | TRANSPORT | THERMODYNAMICS | BOUNDARY | MASS-TRANSFER
Journal Article
Advances in Mathematics, ISSN 0001-8708, 2011, Volume 226, Issue 2, pp. 1378 - 1409
We develop a theory of existence, uniqueness and regularity for the following porous medium equation with fractional diffusion, { ∂ u ∂ t + ( − Δ ) 1 / 2 ( | u... 
Fractional diffusion | Porous medium | LAPLACIAN | SPACE | MATHEMATICS | DYNAMICAL BOUNDARY-CONDITIONS | DIFFUSION | LIMIT
Journal Article
Energy & Fuels, ISSN 0887-0624, 10/2015, Volume 29, Issue 10, pp. 6780 - 6792
.... A general feature of these situations is that a heat wave is propagating through the solid porous medium, powered by the flameless combustion of a solid... 
OXIDATION | ENGINEERING, CHEMICAL | COMBUSTION | GRAINS | OIL-SHALE SEMICOKE | CARBON | ENERGY & FUELS | CO2 | POROUS-MEDIA | FIXED-BEDS | Porous media | Carbon content | Smoldering | Mathematical models | Inert | Oxidation | Combustion | Carbon | Engineering Sciences | Chemical engineering | Chemical and Process Engineering | Chemical Sciences
Journal Article
International Journal of Heat and Mass Transfer, ISSN 0017-9310, 12/2018, Volume 127, pp. 614 - 622
•New numerical approach is employed to depict H2O based nanofluid.•Magnetohydrodynamic flow in a permeable enclosure is considered.•Impacts of buoyancy,... 
Darcy law | CVFEM | Magnetohydrodynamic | Nanofluid | Free convection | NATURAL-CONVECTION | TRANSFER ENHANCEMENT | MHD | SIMULATION | ENCLOSURE | FLOW | ENGINEERING, MECHANICAL | ENTROPY GENERATION | MECHANICS | THERMODYNAMICS | TRAPEZOIDAL CAVITY | MAGNETIC-FIELD | POROUS CAVITY
Journal Article
International Journal of Heat and Mass Transfer, ISSN 0017-9310, 10/2013, Volume 65, pp. 682 - 685
The classical Cheng–Minkowycz problem considers natural convection past a vertical plate in a fluid-saturated porous medium... 
Brownian motion | Nanofluid | Thermophoresis | Vertical plate | Porous medium | Boundary layer | MECHANICS | THERMODYNAMICS | ENGINEERING, MECHANICAL | Dynamic meteorology | Analysis | Models | Computer simulation | Nanocomposites | Nanofluids | Nanomaterials | Nanostructure | Boundaries | Convection | Mass transfer
Journal Article
Journal of fluid mechanics, ISSN 0022-1120, 11/2018, Volume 855, pp. 554 - 573
Journal Article