S. Haber - Concepedia

Author

S. Haber

Technion – Israel Institute of Technology

Also Known As

G Friedl, S Haber, S. HABER, S. Haber, SHIMON HABER, Shimon Haber

Publications

1.8K

Citations

H-Index

Concepts

All Affiliations

Technion – Israel Institute of Technology Harvard University Massachusetts Institute of Technology

About

S. Haber is an author at Technion – Israel Institute of Technology specializing in engineering, fluid mechanics, and multiphase flow.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	22	36	1.5K
2	Medicine	4	4	133
3	Applied Physics	4	4	138
4	Biomedical Engineering	3	3	61
5	Natural Sciences	1	1	27

S. Haber

Publications

1.7K

Citations

H-Index

Page 1

	Year	Citations
Low Reynolds number motion of a droplet in shear flow including wall effects M. Shapira, S. Haber International Journal of Multiphase Flow Shear FlowUnsteady FlowEngineeringMechanicsFluid Mechanics	1990	139
The flow in and around a droplet or bubble submerged in an unbound arbitrary velocity field G. Hetsroni, S. Haber Rheologica Acta Bubble DynamicEngineeringFluid MechanicsFlow PhysicDisperse Flow	1970	122
On the low reynolds number motion of two droplets S. Haber, G. Hetsroni, A. Solan International Journal of Multiphase Flow EngineeringPhysicsFluid MechanicsFluid-solid InteractionDisperse Flow	1973	115
Gravitational deposition in a rhythmically expanding and contracting alveolus S. Haber, Dror Yitzhak, Akira Tsuda Journal of Applied Physiology	2003	109
The flow fields in and around a droplet moving axially within a tube G. Hetsroni, S. Haber, E. Wacholder Journal of Fluid Mechanics AeroacousticsCavitating FlowBubble DynamicEngineeringLong Circular Tube	1970	97
Shear flow over a self-similar expanding pulmonary alveolus during rhythmical breathing S. Haber, Jason Butler, H. Brenner, Journal of Fluid Mechanics AeroacousticsPulmonary SurfactantEngineeringFluid MechanicsShear Flow	2000	86
Boundary conditions for darcy's flow through porous media S. Haber, Roberto Mauri International Journal of Multiphase Flow Pore StructureEngineeringFluid MechanicsCivil EngineeringPorous Media	1983	69
The Validity of the Reynolds Equation in Modeling Hydrostatic Effects in Gas Lubricated Textured Parallel Surfaces Yuri Feldman, Y. Kligerman, I. Etsion, Journal of Tribology Tribological CoatingEngineeringFluid MechanicsMechanical EngineeringComputational Mechanics	2005	68
Low reynolds number motion of a droplet between two parallel plates M. Shapira, S. Haber International Journal of Multiphase Flow Unsteady FlowEngineeringParallel PlatesMechanicsFluid Mechanics	1988	63
The dynamics of a deformable drop suspended in an unbounded Stokes flow S. Haber, G. Hetsroni Journal of Fluid Mechanics Unbounded Stokes FlowUnsteady FlowLateral MigrationEngineeringAerospace Engineering	1971	59

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