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1.
Modeling and measurement of micro flow in dual scale porous media
by Neacsu, Valentin, Ph.D.  University of Delaware. 2009: 279 pages; 3397072.
2.
Thermal Energy Storage Using Natural Porous Media
by Al Edhari, Ahmed J., M.S.  California State University, Fullerton. 2017: 125 pages; 10275441.
3.
Multiscale Fluid-Solid Interaction in Deformable Porous Media
by Fagbemi, Samuel A., Ph.D.  University of Wyoming. 2020: 191 pages; 28090976.
4.
Fabrication of Copper Inverse Opals for Microscale Liquid Transport in Polycrystalline Porous Media
by Pham, Quang Nhat, M.S.  University of California, Irvine. 2018: 65 pages; 10828027.
6.
Numerical Modeling of Fluid Flow and Heat Transfers in Porous Media
by Spezia, Kyle, M.S.  University of Louisiana at Lafayette. 2015: 51 pages; 10003759.
7.
Numerical Modeling of Fluid Flow in a Porous Media Using Python
by Cooper, Jason, M.S.  University of Louisiana at Lafayette. 2017: 49 pages; 10682421.
8.
On some problems in the simulation of flow and transport through porous media
by Thomas, Sunil George, Ph.D.  The University of Texas at Austin. 2009: 244 pages; 3372678.
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Characterization of porous media in proton exchange membrane fuel cell based on percolation studies
by Stacy, Stephen, M.S.  Michigan Technological University. 2013: 180 pages; 1552771.
12.
The effects of gravity and thermal gradient on the drying processes in porous media
by Tajer, Seyed Ehsan, Ph.D.  University of Southern California. 2011: 120 pages; 3466112.
16.
A Multi-scale Framework for Modeling Instabilities in Fluid-Infiltrated Porous Solids
by Sun, WaiChing, Ph.D.  Northwestern University. 2011: 129 pages; 3456707.
17.
Smoothed particle hydrodynamics in materials processing: Code development and applications
by Zhang, Mingyu, Ph.D.  State University of New York at Stony Brook. 2007: 104 pages; 3299712.
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19.
Analysis of Heat Transfer through Porous Perlite with Varying Pore Size and Moisture Content
by Javid, Faisal, M.S.  Southern Illinois University at Edwardsville. 2015: 72 pages; 1591165.
22.
Implementation of Porous Silicon Technology for a Fluidic Flow-Through Optical Sensor for pH Measurements
by Vanga, Kumar L., Ph.D.  Michigan Technological University. 2012: 196 pages; 3542552.
23.
Flow through Concentric Annuli for Different Cross Sections at Varied Porosities
by Salvatori, Christopher J., M.S.  Southern Illinois University at Edwardsville. 2019: 60 pages; 13878240.
25.
A 2D CFD Simulation for Wind Turbine Wakes Using a Porous Element
by Acker, Matthew R., M.S.  Northern Arizona University. 2018: 133 pages; 10791441.
26.
A model of basal hydrologic networks and effective stress beneath an ice sheet
by Papamarcos, Sara Sabrina, M.S.  University of Oregon. 2012: 75 pages; 1508948.
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30.
Modeling the effects of three-dimensional pore geometry on gas hydrate phase stability
by Irizarry, Julia Tonge, M.S.  University of Oregon. 2015: 52 pages; 1596317.
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