Lynn S. Bennethum - Concepedia

Author

Lynn S. Bennethum

Also Known As

L. G. Schreyer, L. S. Bennethum, L.S. Bennethum, L.Schreyer Bennethum, LYNN SCHREYER BENNETHUM, Lynn Bennethum, Lynn G. Schreyer, Lynn S. Bennethum, Lynn Schreyer, Lynn Schreyer Bennethum

Publications

1.7K

Citations

H-Index

Concepts

All Affiliations

University of Colorado Denver Purdue University West Lafayette University of Denver Laboratório Nacional de Computação Científica University of Colorado Health

About

Lynn S. Bennethum is an author at University of Colorado Denver specializing in engineering, multiphase flow, and rheology.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	12	16	802
2	Biomedical Engineering	4	4	51
3	Medicine	3	3	41
4	Education	1	1	16
5	Natural Sciences	1	1	29

Lynn S. Bennethum

Publications

1.5K

Citations

H-Index

Page 1

	Year	Citations
A primer on upscaling tools for porous media John H. Cushman, Lynn S. Bennethum, Bill X. Hu Advances in Water Resources Materials SciencePore StructureEngineeringMicroscopyPorous Media	2002	179
A wildland fire model with data assimilation Jan Mandel, Lynn S. Bennethum, Jonathan Beezley, Mathematics and Computers in Simulation ClimatologyMeteorologyWildland Fire ModelEngineeringFire Dynamic	2008	179
Multiscale, hybrid mixture theory for swelling systems—I: balance laws Lynn S. Bennethum, John H. Cushman International Journal of Engineering Science Multiscale MechanicsMultiscale MechanicMultiscale HydrodynamicsHybrid Mixture TheoryMultiscale Modeling	1996	114
Macroscale Thermodynamics and the Chemical Potential for Swelling Porous Media Lynn S. Bennethum, Márcio A. Murad, John H. Cushman Transport in Porous Media	2000	98
Multiscale, hybrid mixture theory for swelling systems—II: constitutive theory Lynn S. Bennethum, John H. Cushman International Journal of Engineering Science Multiscale MechanicsMultiscale AnalysisMultiscale MechanicHybrid Mixture TheoryMultiscale Modeling	1996	92
FREQUENCY DOMAIN TREATMENT OF ONE-DIMENSIONAL SCALAR WAVES Jim Douglas, Juan E. Santos, Dongwoo Sheen, Mathematical Models and Methods in Applied Sciences Numerical AnalysisNumerical ComputationEngineeringFrequency Domain FormulationFrequency Domain Treatment	1993	90
Multicomponent, Multiphase Thermodynamics of Swelling Porous Media with Electroquasistatics: I. Macroscale Field Equations Lynn S. Bennethum, John H. Cushman Transport in Porous Media	2002	68
Generalized Forchheimer Equation for Two-Phase Flow Based on Hybrid Mixture Theory Lynn S. Bennethum, Tiziana Giorgi Transport in Porous Media	1997	63
Modified Darcy's law, Terzaghi's effective stress principle and Fick's law for swelling clay soils Lynn S. Bennethum, Márcio A. Murad, J. H. Cushman Computers and Geotechnics Soil CompactionEngineeringCivil EngineeringSoil StructureGeomechanics	1997	63
A multi-scale theory of swelling porous media: I. Application to one-dimensional consolidation M�rcio A. Murad, Lynn S. Bennethum, John H. Cushman Transport in Porous Media Pore StructureOne-dimensional ConsolidationEngineeringMulti-scale TheoryPorous Media	1995	62

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