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- Chaotic_scattering abstract "Chaotic scattering is a branch of chaos theory dealing with scattering systems displaying a strong sensitivity to initial conditions. In a classical scattering system there will be one or more impact parameters, b, in which a particle is sent into the scatterer. This gives rise to one or more exit parameters, y, as the particle exits towards infinity. While the particle is traversing the system, there may also be a delay time, T—the time it takes for the particle to exit the system—in addition to the distance travelled, s, which in certain systems, i.e., \"billiard-like\" systems in which the particle undergoes lossless collisions with hard, fixed objects, the two will be equivalent—see below. In a chaotic scattering system, a minute change in the impact parameter, may give rise to a very large change in the exit parameters.".
- Chaotic_scattering thumbnail Grsystem.png?width=300.
- Chaotic_scattering wikiPageExternalLink msci.sourceforge.net.
- Chaotic_scattering wikiPageID "33989641".
- Chaotic_scattering wikiPageLength "13487".
- Chaotic_scattering wikiPageOutDegree "33".
- Chaotic_scattering wikiPageRevisionID "601807567".
- Chaotic_scattering wikiPageWikiLink Cantor_set.
- Chaotic_scattering wikiPageWikiLink Category:Chaos_theory.
- Chaotic_scattering wikiPageWikiLink Category:Scattering.
- Chaotic_scattering wikiPageWikiLink Chaos_theory.
- Chaotic_scattering wikiPageWikiLink Elastic_collision.
- Chaotic_scattering wikiPageWikiLink Fractal.
- Chaotic_scattering wikiPageWikiLink Information_dimension.
- Chaotic_scattering wikiPageWikiLink Invariant_manifold.
- Chaotic_scattering wikiPageWikiLink Iterated_function.
- Chaotic_scattering wikiPageWikiLink Kaplan–Yorke_conjecture.
- Chaotic_scattering wikiPageWikiLink Lakes_of_Wada.
- Chaotic_scattering wikiPageWikiLink Lyapunov_exponent.
- Chaotic_scattering wikiPageWikiLink Measure_(mathematics).
- Chaotic_scattering wikiPageWikiLink Minkowski–Bouligand_dimension.
- Chaotic_scattering wikiPageWikiLink Scattering.
- Chaotic_scattering wikiPageWikiLink Stable_manifold.
- Chaotic_scattering wikiPageWikiLink Symbolic_dynamics.
- Chaotic_scattering wikiPageWikiLink Uncertainty_exponent.
- Chaotic_scattering wikiPageWikiLink Uncountable_set.
- Chaotic_scattering wikiPageWikiLink File:GR_Basins1.png.
- Chaotic_scattering wikiPageWikiLink File:GR_Basins2.png.
- Chaotic_scattering wikiPageWikiLink File:GR_Map_diagram.png.
- Chaotic_scattering wikiPageWikiLink File:GR_inv_set_iter.png.
- Chaotic_scattering wikiPageWikiLink File:GR_inv_set_mem.png.
- Chaotic_scattering wikiPageWikiLink File:GR_uncertainty_frac.png.
- Chaotic_scattering wikiPageWikiLink File:Gaspard-Rice_scattering_system.png.
- Chaotic_scattering wikiPageWikiLink File:Gr_decay.png.
- Chaotic_scattering wikiPageWikiLink File:Gr_system_experimental1.png.
- Chaotic_scattering wikiPageWikiLink File:Gr_system_experimental2.png.
- Chaotic_scattering wikiPageWikiLink File:Grsystem.png.
- Chaotic_scattering wikiPageWikiLinkText "Chaotic scattering".
- Chaotic_scattering wikiPageWikiLinkText "Gaspard-Rice system".
- Chaotic_scattering wikiPageWikiLinkText "chaotic scattering".
- Chaotic_scattering subject Category:Chaos_theory.
- Chaotic_scattering subject Category:Scattering.
- Chaotic_scattering hypernym Branch.
- Chaotic_scattering type Organisation.
- Chaotic_scattering type Physic.
- Chaotic_scattering comment "Chaotic scattering is a branch of chaos theory dealing with scattering systems displaying a strong sensitivity to initial conditions. In a classical scattering system there will be one or more impact parameters, b, in which a particle is sent into the scatterer. This gives rise to one or more exit parameters, y, as the particle exits towards infinity.".
- Chaotic_scattering label "Chaotic scattering".
- Chaotic_scattering sameAs Q5072843.
- Chaotic_scattering sameAs m.0h_cxr1.
- Chaotic_scattering sameAs Q5072843.
- Chaotic_scattering wasDerivedFrom Chaotic_scattering?oldid=601807567.
- Chaotic_scattering depiction Grsystem.png.
- Chaotic_scattering isPrimaryTopicOf Chaotic_scattering.