Saffman lift force

E167642

The Saffman lift force is a hydrodynamic force acting on small particles in shear flow, causing them to migrate laterally due to velocity gradients in the surrounding fluid.

All labels observed (1)

Label Occurrences
Saffman lift force canonical 1

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Statements (48)

Predicate Object
instanceOf fluid mechanics concept ⓘ
hydrodynamic force ⓘ
lift force ⓘ
actsOn small particles ⓘ
appliesTo non-Brownian particles in many derivations ⓘ
particles smaller than the smallest flow length scale ⓘ
assumes creeping flow regime ⓘ
nearly spherical particles ⓘ
category non-inertial lift mechanism ⓘ
particle–fluid interaction force ⓘ
cause lateral migration of particles ⓘ
dependsOn fluid density ⓘ
fluid viscosity ⓘ
particle diameter ⓘ
relative slip velocity between particle and fluid ⓘ
velocity gradient in the surrounding fluid ⓘ
derivedUnder Stokes flow approximation around the particle ⓘ
linear shear flow assumption ⓘ
direction perpendicular to local flow direction ⓘ
perpendicular to local shear gradient ⓘ
field aerosol dynamics ⓘ
microfluidics ⓘ
particle-laden flows ⓘ
suspension mechanics ⓘ
turbulent dispersion modeling ⓘ
firstDescribedIn Journal of Fluid Mechanics ⓘ
firstPublishedIn 1965 ⓘ
hasLimitation less accurate for highly non-spherical particles ⓘ
less accurate for large particle Reynolds numbers ⓘ
influences cross-streamline migration of particles ⓘ
particle dispersion in turbulent shear flows ⓘ
particle focusing in channel flows ⓘ
mathematicallyDescribedBy Saffman’s 1965 asymptotic solution for lift on a small sphere in shear flow ⓘ
namedAfter Philip Geoffrey Saffman ⓘ
linked to: Philip G. Saffman
occursIn shear flow ⓘ
proportionalTo fluid density ⓘ
fluid viscosity to the power 1/2 ⓘ
particle diameter squared ⓘ
slip velocity between particle and fluid ⓘ
square root of shear rate magnitude ⓘ
relatedTo Magnus lift force ⓘ
Segré–Silberberg effect ⓘ
inertial migration of particles ⓘ
usedIn design of microfluidic separation devices ⓘ
modeling of particle migration in shear flows ⓘ
prediction of particle trajectories in boundary layers ⓘ
validFor low shear Reynolds number ⓘ
small particle Reynolds number ⓘ

How these facts were elicited

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Philip G. Saffman → hasNotableConcept → Saffman lift force ⓘ