MULTISCATT.bib
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@COMMENT{{Command line: bib2bib -ob MULTISCATT.bib -c " ropsections:'MULTISCATT' " bigBiblioFile.bib}}
@COMMENT{{ bigBiblioFile.bib generated by makebib.sh version }}
@COMMENT{{ concatenation of journals_ref.bib withpyblio.bib optimization.bib mypapers.bib other.bib refvulg.bib these_ref.bib philo.bib ../math/journals_ref.bib ../math/citeseer.bib ../math/books.bib }}
@COMMENT{{ date: Thu Nov 2 00:20:16 CET 2006 }}
@ARTICLE{kwang2002multiple,
AUTHOR = {Kwang-Hua W Chu},
TITLE = {Multiple scattering and possible localization of
sound propagation in hard-sphere gases},
JOURNAL = {J. Phys. A: Math. Gen.},
YEAR = {2002},
VOLUME = {35},
PAGES = {1919-1926},
MONTH = {March},
PDF = {/sci_docs/physics/papers/JPhysA/kwang2002multiple.pdf},
ROPSECTIONS = {LOCALIZATION MULTISCATT PHYSX},
ABSTRACT = {Effects of the disorder (or free-orientation) on the
multiple scattering situation by using discrete
velocity models for the possible (dynamical)
localization and/or delocalization of (plane) sound
waves propagating in dilute monatomic hard-sphere
gases are presented. After comparing with previous
free-orientation (n = 2) results, we show that there
also exists a certain gap of the spectra for the
relevant periodic (wave-propagating) operator when
the disorder or free-orientation exists and when a
periodic medium with a gap (in spectra) is
(slightly) randomized (like our orientation-free 6-
and 8-velocity cases) then possible localization
and/or delocalization occur in a vicinity of the
edges of the gap, even when multiple scattering is
being considered.}
}
@ARTICLE{0305-4470-35-9-313,
AUTHOR = {\"{O}mer Kavaklioglu},
TITLE = {On Schl\"{o}milch series representation for the
transverse electric multiple scattering by an
infinite grating of insulating dielectric circular
cylinders at oblique incidence},
JOURNAL = {Journal of Physics A: Mathematical and General},
VOLUME = {35},
NUMBER = {9},
PAGES = {2229-2248},
YEAR = {2002},
PDF = {/sci_docs/physics/papers/JPhysA/kavaklioglu2002schlomilch.pdf},
ROPSECTIONS = {MULTISCATT},
ABSTRACT = {Elementary function representations of
Schl\"{o}milch series introduced by Twersky
(Twersky~V 1961 Arch. Ration. Mech. Anal. 8 323-32)
are used to construct the exact analytical
expressions for the classical electromagnetic
problem of transverse electric multiple scattering
by an infinite array of insulating dielectric
circular cylinders at oblique incidence. }
}
@ARTICLE{0959-7174-12-3-305,
AUTHOR = {Iosif M Fuks and Alexander G Voronovich},
TITLE = {Radar backscattering from Gerstner's sea surface
wave},
JOURNAL = {Waves in Random Media},
VOLUME = {12},
NUMBER = {3},
PAGES = {321-339},
YEAR = {2002},
ROPSECTIONS = {MULTISCATT PHYSX},
PDF = {/sci_docs/physics/papers/WavesRandomMedia/fuks2002radar.pdf},
ABSTRACT = {In the framework of a two-scale scattering model,
radar backscattering from the rough sea surface was
considered. The sea surface was modelled as a
superposition of a nonlinear, large-scale Gerstner's
wave and small-scale resonant Bragg scattering
ripples. The zero-order diffracted field was found
by a geometrical optics approach, with shadowing
taken into account, and by an `exact' solution of
the diffraction problem obtained numerically. For
vertical and horizontal polarizations, the spatial
distribution of specific scattering cross sections
along the large-scale wave was obtained. The
spatially averaged specific backscattering cross
sections, as well as the mean Doppler frequency
shifts at both polarizations, obtained by the
geometrical optics approach are compared with those
obtained by using the `exact' solution of the
large-scale diffraction problem. The roles of
shadowing and multiple wave scattering processes are
discussed, and qualitative explanations of the
difference between these two approaches are given. }
}
@ARTICLE{0305-4470-35-15-303,
AUTHOR = {Christophe Texier},
TITLE = {Scattering theory on graphs: II. The Friedel sum
rule},
JOURNAL = {Journal of Physics A: Mathematical and General},
VOLUME = {35},
NUMBER = {15},
PAGES = {3389-3407},
YEAR = {2002},
ROPSECTIONS = {MULTISCATT PHYSX GRAPH LOCALIZATION},
PDF = {/sci_docs/physics/papers/JPhysA/texier2002scattering.pdf},
ABSTRACT = {We consider the Friedel sum rule (FSR) in the
context of the scattering theory for the
Schr\"{o}dinger operator -D$_{ x }$$^{2}$ + V ( x )
on graphs made of one-dimensional wires connected to
external leads. We generalize the Smith formula for
graphs. We give several examples of graphs where the
state counting method given by the FSR does not
work. The reason for the failure of the FSR to count
the states is the existence of states localized in
the graph and not coupled to the leads, which occurs
if the spectrum is degenerate and the number of
leads too small. }
}
@ARTICLE{doncheski2002quantum,
AUTHOR = {M. A. Doncheski and R. W. Robinett},
TITLE = {Quantum Mechanical Analysis of the Equilateral
Triangle Billiard: Periodic Orbit Theory and Wave
Packet Revivals},
JOURNAL = { Annals of Physics},
YEAR = {2002},
VOLUME = {299},
NUMBER = {2},
PAGES = {208--227},
MONTH = {August},
ROPSECTIONS = {QUANTPHYS MULTISCATT},
PDF = {/sci_docs/physics/papers/AnnPhys/doncheski2002quantum.pdf},
ABSTRACT = {Using the fact that the energy eigenstates of the
equilateral triangle infinite well (or billiard) are
available in closed form, we examine the connections
between the energy eigenvalue spectrum and the
classical closed paths in this geometry, using both
periodic orbit theory and the short-term
semi-classical behavior of wave packets. We also
discuss wave packet revivals and show that there are
exact revivals, for all wave packets, at times given
by (Eq) where a and µ are the length of one side and
the mass of the point particle, respectively. We
find additional cases of exact revivals with shorter
revival times for zero-momentum wave packets
initially located at special symmetry points inside
the billiard. Finally, we discuss simple variations
on the equilateral (60°-60°-60°) triangle, such as
the half equilateral (30°-60°-90°) triangle and
other "foldings," which have related energy spectra
and revival structures.}
}
@ARTICLE{0959-7174-12-3-308,
AUTHOR = {Knut S\o{}lna},
TITLE = {Focusing of time-reversed reflections},
JOURNAL = {Waves in Random Media},
VOLUME = {12},
NUMBER = {3},
PAGES = {365-385},
YEAR = {2002},
ROPSECTIONS = {LOCALIZATION DISORDER MULTISCATT},
PDF = {/sci_docs/physics/papers/WavesRandomMedia/solna2002focusing.pdf},
ABSTRACT = {Recently time-reversal techniques have emerged as a
new, important and fascinating discipline within
wave propagation. Many of the problems involved can
best be understood, analysed and optimized based on
a random field model for the medium. Here we discuss
stable refocusing of second-order time-reversed
reflections. This phenomenon may appear as
surprising at first. However, we show how it can be
understood in very simple terms viewing the
wavefield as a stochastic process. We give
sufficient conditions on Green's function of the
propagation problem for the phenomenon to happen. In
particular we discuss acoustic wave propagation in
the regime of weak random medium fluctuations and
explicitly give the derivation of stable refocusing
in this case, illustrating it with numerical
examples.}
}
@ARTICLE{tregoures2002generalized,
AUTHOR = {Nicolas P Tr\'{e}gour\`{e}s and Bart A van Tiggelen},
TITLE = {Generalized diffusion equation for multiple
scattered elastic waves},
JOURNAL = {Waves in Random Media},
VOLUME = {12},
NUMBER = {1},
PAGES = {21-38},
YEAR = {2002},
ROPSECTIONS = {MULTISCATT},
PDF = {/sci_docs/physics/papers/wavesRandomMedia/tregoures2002generalized.pdf},
ABSTRACT = {We study multiple scattering of elastic waves using
a generalized diffusion approximation of the
radiative transfer equation applied to spherically
symmetric scatterers. This generalized diffusion
equation allows us to keep track of the two elastic
wave types as well as the mode conversions. It
describes the process towards equipartition and
fills, as such, a gap between the radiative transfer
equation and the conventional diffusion
approximation. The effects of boundary conditions
and dissipation on the energy partitioning are
studied. }
}
@ARTICLE{1999EL.....47..175T,
AUTHOR = {{Tourin}, A. and {Derode}, A. and {Fink}, M.},
TITLE = {{Dynamic time reversal of randomly backscattered acoustic waves}},
JOURNAL = {Europhysics Letters},
YEAR = 1999,
MONTH = JUL,
VOLUME = 47,
PAGES = {175-181},
ADSURL = {http://adsabs.harvard.edu/cgi-bin/nph-bib_query?bibcode=1999EL.....47..175T&db_key=PHY},
ADSNOTE = {Provided by the Smithsonian/NASA Astrophysics Data System},
ROPSECTIONS = {MULTISCATT DISORDER}
}
@COMMENT{{ThisfilehasbeengeneratedbyPybliographer}}
@ARTICLE{tourin1999dynamic,
AUTHOR = {{A. Tourin}, {A. Derode and M. Fink}},
TITLE = {Dynamic time reversal of randomly backscattered
acoustic waves},
JOURNAL = {Europhys. Lett},
VOLUME = {47},
NUMBER = {2},
PAGES = {175-181},
ABSTRACT = {We report the first experiments using the
reversibility of a transient acoustic wave in a
multiple-scattering medium to simulate either a
stationary or a dynamic acoustic lens. The method is
based on time reversal experiments performed in a
backscattering configuration. In the stationary case,
we show that we take advantage of multiple scattering
to focus better than with a perfect reflecting
interface. In the dynamic case, we explain the
refocused spot time evolution by a simple model based
on the time-dependent ability to recover the angular
spectrum thanks to both single- and multiple-scattering
paths.},
ROPSECTIONS = {MULTISCATT PHYSX},
YEAR = 1999,
URL = {http://www.edpsciences.org/articles/euro/abs/1999/14/a47207/a47207.html}
}
This file has been generated by
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. Bibliography collected by S. Correia.