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. In certain systems (e.g. "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.
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Chaoticscattering is a branch of chaos theory dealing with scattering systems displaying a strong sensitivity to initial conditions. In a classical scattering...
Chaos as topological supersymmetry breaking Chaos machine Chaotic mixing Chaoticscattering Control of chaos Determinism Edge of chaos Emergence Mandelbrot...
from semi-classical regimes as well as a large effort in quantum chaoticscattering. In 1977, Berry and Tabor made a still open "generic" mathematical...
Sweet, D.; Ott, E.; Yorke, J. A. (1999), "Complex topology in Chaoticscattering: A Laboratory Observation", Nature, 399 (6734): 315, Bibcode:1999Natur...
Hamiltonian systems can also show the Wada property. In the context of the chaoticscattering of systems with multiple exits, basins of exits show the Wada property...
many areas. Some examples are the following: chaoticscattering (including the onset of chaoticscattering as a system parameter is varied and the characteristics...
P., Bercovich, C. and Smilansky, U., ‘Demonstration of classical chaoticscattering’, European Journal of Physics, Vol. 12 (1991), pages 122-128 Wikiquote...
judgement. With Seán's help, Martin negotiates life as the youngest in a chaotic, scatter-brained Irish family. He also provides the voice of Ben in the 2014...
Drexel University, Ph.D. Scientific career Fields Astrophysics Institutions NASA Thesis ChaoticScattering in the Gravitational Three-body Problem (1993)...
than the stable zone, resulting in chaoticscattering at the beginning of the white dwarf stage, until the scattering decreased. Brown, A. G. A.; et al...
method of measuring the fractal dimension of a basin boundary. In a chaoticscattering system, the invariant set of the system is usually not directly accessible...
large orbital radii is gravitational scattering by larger planets or, in a protoplanetary disk, gravitational scattering by over-densities in the fluid of...
Lyapunov time is the characteristic timescale on which a dynamical system is chaotic. It is named after the Russian mathematician Aleksandr Lyapunov. It is...
character from more generic dynamical systems, which are more typically chaotic systems. The latter generally have no conserved quantities, and are asymptotically...
fluctuations constitute one of the most characteristic features of quantum chaoticscattering in the regime of strongly overlapping resonances such as a compound...
of quantum degeneracy of bosons and fermions, studies on quantum-chaoticalscattering, the formation of quantum droplets, and investigations on the roton...
According to Waite, he is described as riding in full course, as if scattering his enemies. This fits well, as Waite associates it, among other things...
Smith wrote for The New York Times that the artwork was, "a large, chaoticscatter piece involving numerous chessboards and several species of natural...
the Victory Celebration! Showdown at Last?! Monaka vs. Son Goku!" / "A Chaotic Victory Party! Showdown at Last? Monaka vs. Goku!" Transliteration: "Haran...
Reynolds numbers and is dominated by inertial forces, which tend to produce chaotic eddies, vortices and other flow instabilities. The Reynolds number is defined...
essentially the maximally chaotic Hadamard billiards. A particle is subject to a constant force (e.g. the gravity of the Earth) and scatters inelastically on a...
Herbert notes that over 10,000 years before the events of Dune, in the chaotic time after the Butlerian Jihad and before the unveiling of the Orange Catholic...
scattering tens of thousands of planetesimals from their formerly stable orbits in the outer Solar System. This disruption almost entirely scatters the...
battle Daiki. Ami uses Pandora's speed, calculations, and the finisher Chaotic Fist to defeat Bibinbird X3 while Gouda sacrifices an arm to pin Joker...
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