379 research outputs found
Low-temperature antihydrogen-atom scattering
A simple method to include the strong force in atom-antiatom scattering is
presented. It is based on the strong-force scatteringn length between the
nucleon and antinucleon. Using this method elastic and annihilation cross
sections are calculated for hydrogen-antihydrogen and helium-antihydrogen
scattering. The results are compared to first-order perturbation theory using a
pseudo potential. The pseudo-potential approach works fairly well for
hydrogen-antihydrogen scattering, but fails for helium-antihydrogen scattering
where strong-force effects are more prominent.Comment: 9 pages, 2 figures, to be published in Nuclear Instruments and
Methods
Simulations of Sisyphus cooling including multiple excited states
We extend the theory for laser cooling in a near-resonant optical lattice to
include multiple excited hyperfine states. Simulations are performed treating
the external degrees of freedom of the atom, i.e., position and momentum,
classically, while the internal atomic states are treated quantum mechanically,
allowing for arbitrary superpositions. Whereas theoretical treatments including
only a single excited hyperfine state predict that the temperature should be a
function of lattice depth only, except close to resonance, experiments have
shown that the minimum temperature achieved depends also on the detuning from
resonance of the lattice light. Our results resolve this discrepancy.Comment: 7 pages, 6 figure
The few-body problem for trapped bosons with large scattering length
We calculate energy levels of two and three bosons trapped in a harmonic
oscillator potential with oscillator length . The atoms are
assumed to interact through a short-range potential with a scattering length
, and the short-distance behavior of the three-body wave function is
characterized by a parameter . For large positive ,
the energies of states which, in the absence of the trap, correspond to three
free atoms approach values independent of and . For other states
the dependence of the energy is strong, but the energy is independent
of for .Comment: 4 pages, 3 figure
A nonadiabatic semi-classical method for dynamics of atoms in optical lattices
We develop a semi-classical method to simulate the motion of atoms in a
dissipative optical lattice. Our method treats the internal states of the atom
quantum mechanically, including all nonadiabatic couplings, while position and
momentum are treated as classical variables. We test our method in the
one-dimensional case. Excellent agreement with fully quantum mechanical
simulations is found. Our results are much more accurate than those of earlier
semi-classical methods based on the adiabatic approximation.Comment: 7 pages, 5 figures, submitted to European Physical Journal
Experimental measurement of efficiency and transport coherence of a cold atom Brownian motor in optical lattices
The rectification of noise into directed movement or useful energy is
utilized by many different systems. The peculiar nature of the energy source
and conceptual differences between such Brownian motor systems makes a
characterization of the performance far from straightforward. In this work,
where the Brownian motor consists of atoms interacting with dissipative optical
lattices, we adopt existing theory and present experimental measurements for
both the efficiency and the transport coherence. We achieve up to 0.3% for the
efficiency and 0.01 for the P\'eclet number
The role of antihydrogen formation in the radial transport of antiprotons in positron plasmas
Simulations of the behaviour of antiprotons in positron clouds during antihydrogen formation.The work added to our understanding of the underlying processes, including the dominant role played by antihydrogen formation itself
On the formation of trappable antihydrogen
Study, using extensive simulations, of the fraction of trappable antihydrogen under typical experimental conditions. Discovery that positron collisions can influence the magnetic moment of the antihydrogen after formation to promote the trappable fraction. Thus attempting experiments at higher positron densities should be beneficial
Final-State Spectrum of He after Decay of Tritium Anions T
The final-state spectrum of decaying tritium anions T was
calculated. The wavefunctions describing the initial T ground state and the
final He states were obtained by the full configuration-interaction method.
The transition probability was calculated within the sudden approximation. The
transition probability into the electronic continuum is extracted from the
complex-scaled resolvent and is shown to converge for very high-energies to an
approximate analytical model probability distribution.Comment: 7 pages, 2 figure
Four-boson scale near a Feshbach resonance
We show that an independent four-body momentum scale drives the
tetramer binding energy for fixed trimer energy (or three-body scale
) and large scattering length (). The three- and four-body forces
from the one-channel reduction of the atomic interaction near a Feshbach
resonance disentangle and . The four-body independent
scale is also manifested through a family of Tjon-lines, with slope given by
for . There is the possibility of a new
renormalization group limit cycle due to the new scale
Modelling the evolution and nucleosynthesis of carbon-enhanced metal-poor stars
We present the results of binary population simulations of carbon-enhanced
metal-poor (CEMP) stars. We show that nitrogen and fluorine are useful tracers
of the origin of CEMP stars, and conclude that the observed paucity of very
nitrogen-rich stars puts strong constraints on possible modifications of the
initial mass function at low metallicity. The large number fraction of CEMP
stars may instead require much more efficient dredge-up from low-metallicity
asymptotic giant branch stars.Comment: 6 pages, 1 figure, to appear in the proceedings of IAU Symposium 252
"The Art of Modelling Stars in the 21st Century", April 6-11, 2008, Sanya,
Chin
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