348 research outputs found
Hybrid turbidite-drift channel complexes: An integrated multiscale model
The interaction of deep-marine bottom currents with episodic, unsteady sediment gravity flows affects global sediment transport, forms climate archives, and controls the evolution of continental slopes. Despite their importance, contradictory hypotheses for reconstructing past flow regimes have arisen from a paucity of studies and the lack of direct monitoring of such hybrid systems. Here, we address this controversy by analyzing deposits, high-resolution seafloor data, and near-bed current measurements from two sites where eastward-flowing gravity flows interact(ed) with northward-flowing bottom currents. Extensive seismic and core data from offshore Tanzania reveal a 1650-m-thick asymmetric hybrid channel levee-drift system, deposited over a period of ∼20 m.y. (Upper Cretaceous to Paleocene). High-resolution modern seafloor data from offshore Mozambique reveal similar asymmetric channel geometries, which are related to northward-flowing near-bed currents with measured velocities of up to 1.4 m/s. Higher sediment accumulation occurs on the downstream flank of channel margins (with respect to bottom currents), with inhibited deposition or scouring on the upstream flank (where velocities are highest). Toes of the drift deposits, consisting of thick laminated muddy siltstone, which progressively step back into the channel axis over time, result in an interfingering relationship with the sandstone-dominated channel fill. Bottom-current flow directions contrast with those of previous models, which lacked direct current measurements or paleoflow indicators. We finally show how large-scale depositional architecture is built through the temporally variable coupling of these two globally important sediment transport processes. Our findings enable more-robust reconstructions of past oceanic circulation and diagnosis of ancient hybrid turbidite-drift systems
Supersymmetric Model of a 2D Long-Range Bose Liquid
The model Hamiltonian of a two-dimensional Bose liquid (proposed earlier by
Kane, Kivelson, Lee and Zhang as the Hamiltonian which has Jastrow-type
wavefunctions as the ground-state solution), is shown to possess
nonrelativistic supersymmetry. For the special value of the coupling constant
the quantum mechanics described by this Hamiltonian is shown to be
equivalent to the dynamics of (complex) eigenvalues of random Gaussian ensemble
of normal complex matrices. For general , an exact relation between the
equal-time current-current and density-density correlation functions is
obtained, and used to derive an asymptotically exact (at low wavevectors q)
spectrum of single-particle excitations beyond the superfluid ground-state
(realized at low 's). The ground-state at very large is shown
to be of ``Quantum Hexatic" type, possessing long-range orientational order and
quasi-long-range translational order but with zero shear modulus. Possible
scenaria of the ground-state phase transitions as function of are
discussed.Comment: Revtex; 12 pages, 1 Postscript figur
Quantum Monte Carlo simulation for the conductance of one-dimensional quantum spin systems
Recently, the stochastic series expansion (SSE) has been proposed as a
powerful MC-method, which allows simulations at low for quantum-spin
systems. We show that the SSE allows to compute the magnetic conductance for
various one-dimensional spin systems without further approximations. We
consider various modifications of the anisotropic Heisenberg chain. We recover
the Kane-Fisher scaling for one impurity in a Luttinger-liquid and study the
influence of non-interacting leads for the conductance of an interacting
system.Comment: 8 pages, 9 figure
Tests of Higgs and Top Effective Interactions
We study the possibility to detect heavy physics effects in the interactions
of Higgs bosons and the top quark at future colliders using the effective
Lagrangian approach. The modification of the interactions may enhance the
production of Higgs bosons at hadron colliders through the mechanisms of gluon
fusion and associated production with a W boson or pairs. The most
promising signature is through the decay of the Higgs boson into two photons,
whose branching ratio is also enhanced in this approach. As a consequence of
our analysis we get a bound on the chromomagnetic dipole moment of the top
quark.Comment: 14 pages, Latex, two figures available by fax under request. To be
published in Phys. Lett
Book Reviews
Book 1 Book Title: Basic EpidemiologyBook Authors: R. Beaglehole, R. Bonita & T. KjellströmPp. viii + 174. (in English, French and Spanish in preparation). 20,50. Geneva: WHO. 1993. Order No. 1160144. ISBN 92-4-1571446.Book 6Book Title: The Guide to Heart Sounds: Normal and AbnormalBook Authors: Donald W. Novey, Marcia Pencak & John M. StangAudio-cassette narrated by: Donald W. Novey. pp. xi + 74. Illustrated. Florida: CRC Press. 1988. ISB J 0-8493-0153X.Book 7Book Title: Propachlor. Enviromnental Health Criteria. No. 147Book Author: W.H.O.Pp. 110. (English, French and Spanish summaries). $17,30. Geneva: WHO. 1993. Order TO. 1160147. ISBN 92-4-157147-0.Book 8Book Title: Quality Assurance in Health Care: A HandbookBook Authors: Roger Ellis & Dorothy WhittingronLondon: Edward Arnold. 1993. ISBN 0-340-55273-5.Book 9Book Title: Rehabilitation after Cardiovascular Diseases, with Special Emphasis on Developing CountriesReport of a WHO expert committee. Technical Report Series No 831. Pp. viii + 122 (available in English, French and Spanish in preparation). Geneva: WHO. 1993. ISBN 92-4-120831-7
Analysis of the vertexes , and radiative decays ,
In this article, we study the vertexes and with the light-cone QCD sum rules, then assume the vector meson
dominance of the intermediate , and , and
calculate the radiative decays and .Comment: 28 pages, 4 tables, revised versio
Investigation of continuous-time quantum walk on root lattice and honeycomb lattice
The continuous-time quantum walk (CTQW) on root lattice (known as
hexagonal lattice for ) and honeycomb one is investigated by using
spectral distribution method. To this aim, some association schemes are
constructed from abelian group and two copies of finite
hexagonal lattices, such that their underlying graphs tend to root lattice
and honeycomb one, as the size of the underlying graphs grows to
infinity. The CTQW on these underlying graphs is investigated by using the
spectral distribution method and stratification of the graphs based on
Terwilliger algebra, where we get the required results for root lattice
and honeycomb one, from large enough underlying graphs. Moreover, by using the
stationary phase method, the long time behavior of CTQW on infinite graphs is
approximated with finite ones. Also it is shown that the Bose-Mesner algebras
of our constructed association schemes (called -variable -polynomial) can
be generated by commuting generators, where raising, flat and lowering
operators (as elements of Terwilliger algebra) are associated with each
generator. A system of -variable orthogonal polynomials which are special
cases of \textit{generalized} Gegenbauer polynomials is constructed, where the
probability amplitudes are given by integrals over these polynomials or their
linear combinations. Finally the suppersymmetric structure of finite honeycomb
lattices is revealed. Keywords: underlying graphs of association schemes,
continuous-time quantum walk, orthogonal polynomials, spectral distribution.
PACs Index: 03.65.UdComment: 41 pages, 4 figure
WHO Global Foodborne Infections Network external quality assurance system (EQAS) for antimicrobial susceptibility testing of Salmonella isolates
Universal Quantum Computation using Exchange Interactions and Teleportation of Single-Qubit Operations
We show how to construct a universal set of quantum logic gates using control
over exchange interactions and single- and two-spin measurements only.
Single-spin unitary operations are teleported instead of being executed
directly, thus eliminating a major difficulty in the construction of several of
the most promising proposals for solid-state quantum computation, such as
spin-coupled quantum dots, donor-atom nuclear spins in silicon, and electrons
on helium. Contrary to previous proposals dealing with this difficulty, our
scheme requires no encoding redundancy. We also discuss an application to
superconducting phase qubits.Comment: 4.5 pages, including 2 figure
Decoherence of electron spin qubits in Si-based quantum computers
Direct phonon spin-lattice relaxation of an electron qubit bound by a donor
impurity or quantum dot in SiGe heterostructures is investigated. The aim is to
evaluate the importance of decoherence from this mechanism in several important
solid-state quantum computer designs operating at low temperatures. We
calculate the relaxation rate as a function of [100] uniaxial strain,
temperature, magnetic field, and silicon/germanium content for Si:P bound
electrons. The quantum dot potential is much smoother, leading to smaller
splittings of the valley degeneracies. We have estimated these splittings in
order to obtain upper bounds for the relaxation rate. In general, we find that
the relaxation rate is strongly decreased by uniaxial compressive strain in a
SiGe-Si-SiGe quantum well, making this strain an important positive design
feature. Ge in high concentrations (particularly over 85%) increases the rate,
making Si-rich materials preferable. We conclude that SiGe bound electron
qubits must meet certain conditions to minimize decoherence but that
spin-phonon relaxation does not rule out the solid-state implementation of
error-tolerant quantum computing.Comment: 8 figures. To appear in PRB-July 2002. Revisions include: some
references added/corrected, several typos fixed, a few things clarified.
Nothing dramati
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