Squeeze flow (original) (raw)
Squeeze flow (also called squeezing flow, squeezing film flow, or squeeze flow theory) is a type of flow in which a material is pressed out or deformed between two parallel plates or objects. First explored in 1874 by Josef Stefan, squeeze flow describes the outward movement of a droplet of material, its area of contact with the plate surfaces, and the effects of internal and external factors such as temperature, viscoelasticity, and heterogeneity of the material. Several squeeze flow models exist to describe Newtonian and non-Newtonian fluids undergoing squeeze flow under various geometries and conditions. Numerous applications across scientific and engineering disciplines including rheometry, welding engineering, and materials science provide examples of squeeze flow in practical use.
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dbo:abstract | Squeeze flow (also called squeezing flow, squeezing film flow, or squeeze flow theory) is a type of flow in which a material is pressed out or deformed between two parallel plates or objects. First explored in 1874 by Josef Stefan, squeeze flow describes the outward movement of a droplet of material, its area of contact with the plate surfaces, and the effects of internal and external factors such as temperature, viscoelasticity, and heterogeneity of the material. Several squeeze flow models exist to describe Newtonian and non-Newtonian fluids undergoing squeeze flow under various geometries and conditions. Numerous applications across scientific and engineering disciplines including rheometry, welding engineering, and materials science provide examples of squeeze flow in practical use. (en) |
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dbo:wikiPageWikiLink | dbr:Power-law_fluid dbr:Josef_Stefan dbr:Reynolds_number dbr:Viscometer dbr:Deformation_(engineering) dbr:Incompressible_flow dbc:Plastics dbr:Conservation_of_mass dbr:Continuity_equation dbr:Melting_point dbr:Newtonian_fluid dbr:Non-Newtonian_fluid dbr:Thermoplastic dbr:Viscoelasticity dbr:Gas_constant dbr:Body_force dbr:Hot_plate_welding dbr:Materials_science dbr:Activation_energy dbr:Glass_transition dbr:Rheometer dbc:Molding_processes dbr:Plastometer dbc:Materials_science dbc:Welding dbr:Bingham_plastic dbr:Asperity_(materials_science) dbr:Navier–Stokes_equations dbr:Thermosetting_polymer dbr:Rheometry dbr:Semicrystalline_polymer dbr:File:Asperity.jpg dbr:File:Axisymmetric_Squeeze_Flow.png dbr:File:Circular_Plate_Squeeze_Flow.png dbr:File:Rectangular_Plate_Squeeze_Flow.png dbr:File:Squeeze_Out_Phenomena.png |
dbp:date | April 2019 (en) |
dbp:reason | not written clearly for those unfamiliar with the subject. (en) |
dbp:wikiPageUsesTemplate | dbt:Confusing |
dct:subject | dbc:Plastics dbc:Molding_processes dbc:Materials_science dbc:Welding |
rdfs:comment | Squeeze flow (also called squeezing flow, squeezing film flow, or squeeze flow theory) is a type of flow in which a material is pressed out or deformed between two parallel plates or objects. First explored in 1874 by Josef Stefan, squeeze flow describes the outward movement of a droplet of material, its area of contact with the plate surfaces, and the effects of internal and external factors such as temperature, viscoelasticity, and heterogeneity of the material. Several squeeze flow models exist to describe Newtonian and non-Newtonian fluids undergoing squeeze flow under various geometries and conditions. Numerous applications across scientific and engineering disciplines including rheometry, welding engineering, and materials science provide examples of squeeze flow in practical use. (en) |
rdfs:label | Squeeze flow (en) |
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