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- Stretching_field abstract "In applied mathematics, stretching fields provide the local deformation of an infinitesimal circular fluid element over a finite time interval ∆t. The logarithm of the stretching (after first dividing by ∆t) gives the finite-time Lyapunov exponent λ for separation of nearby fluid elements at each point in a flow. For periodic two-dimensional flows, stretching fields have been shown to be closely related to the mixing of a passive scalar concentration field. Until recently, however, the extension of these ideas to systems that are non-periodic or weakly turbulent has been possible only in numerical simulations.".
- Stretching_field wikiPageID "14312774".
- Stretching_field wikiPageRevisionID "466483393".
- Stretching_field hasPhotoCollection Stretching_field.
- Stretching_field subject Category:Dynamical_systems.
- Stretching_field type Abstraction100002137.
- Stretching_field type Attribute100024264.
- Stretching_field type DynamicalSystem106246361.
- Stretching_field type DynamicalSystems.
- Stretching_field type PhaseSpace100029114.
- Stretching_field type Space100028651.
- Stretching_field comment "In applied mathematics, stretching fields provide the local deformation of an infinitesimal circular fluid element over a finite time interval ∆t. The logarithm of the stretching (after first dividing by ∆t) gives the finite-time Lyapunov exponent λ for separation of nearby fluid elements at each point in a flow. For periodic two-dimensional flows, stretching fields have been shown to be closely related to the mixing of a passive scalar concentration field.".
- Stretching_field label "Stretching field".
- Stretching_field sameAs m.03d066p.
- Stretching_field sameAs Q7623499.
- Stretching_field sameAs Q7623499.
- Stretching_field sameAs Stretching_field.
- Stretching_field wasDerivedFrom Stretching_field?oldid=466483393.
- Stretching_field isPrimaryTopicOf Stretching_field.