373 research outputs found
A simple derivation of level spacing of quasinormal frequencies for a black hole with a deficit solid angle and quintessence-like matter
In this paper, we investigate analytically the level space of the imaginary
part of quasinormal frequencies for a black hole with a deficit solid angle and
quintessence-like matter by the Padmanabhan's method \cite{Padmanabhan}.
Padmanabhan presented a method to study analytically the imaginary part of
quasinormal frequencies for a class of spherically symmetric spacetimes
including Schwarzschild-de Sitter black holes which has an evenly spaced
structure. The results show that the level space of scalar and gravitational
quasinormal frequencies for this kind of black holes only depend on the surface
gravity of black-hole horizon in the range of -1 < w < -1/3, respectively . We
also extend the range of to , the results of which are similar
to that in -1 < w < -1/3 case. Particularly, a black hole with a deficit solid
angle in accelerating universe will be a Schwarzschild-de Sitter black hole,
fixing and . And a black hole with a deficit solid
angle in the accelerating universe will be a Schwarzschild black hole,when
and . In this paper, is the parameter of state
equation, is a parameter relating to a deficit solid angle and
is the density of static spherically symmetrical quintessence-like
matter at .Comment: 6 pages, Accepted for publication in Astrophysics & Space Scienc
Global Monopole in Asymptotically dS/AdS Spacetime
In this paper, we investigate the global monopole in asymptotically dS/Ads
spacetime and find that the mass of the monopole in the asymptotically dS
spacetime could be positive if the cosmological constant is greater than a
critical value. This shows that the gravitational field of the global monopole
could be attractive or repulsive depending on the value of the cosmological
constant.Comment: 5 pages, 1 figure, to appear in Phys. Rev.
Attractor Solution of Phantom Field
In light of recent study on the dark energy models that manifest an equation
of state , we investigate the cosmological evolution of phantom field in
a specific potential, exponential potential in this paper. The phase plane
analysis show that the there is a late time attractor solution in this model,
which address the similar issues as that of fine tuning problems in
conventional quintessence models. The equation of state is determined by
the attractor solution which is dependent on the parameter in the
potential. We also show that this model is stable for our present observable
universe.Comment: 9 pages, 3 ps figures; typos corrected, references updated, this is
the final version to match the published versio
Fermionic Casimir effect with helix boundary condition
In this paper, we consider the fermionic Casimir effect under a new type of
space-time topology using the concept of quotient topology. The relation
between the new topology and that in Ref. \cite{Feng,Zhai3} is something like
that between a M\"obius strip and a cylindric. We obtain the exact results of
the Casimir energy and force for the massless and massive Dirac fields in the
()-dimensional space-time. For both massless and massive cases, there is a
symmetry for the Casimir energy. To see the effect of the mass, we
compare the result with that of the massless one and we found that the Casimir
force approaches the result of the force in the massless case when the mass
tends to zero and vanishes when the mass tends to infinity.Comment: 7 pages, 4 figures, published in Eur. Phys. J.
Collective Properties of Low-lying Octupole Excitations in , and
The octupole strengths of -stable nucleus , a
neutron skin nucleus and a neutron drip line nucleus
are studied by using the self-consistent Hartree-Fock
calculation plus the random phase approximation (RPA) with Skyrme interaction.
The collective properties of low-lying excitations are analyzed by using
particle-vibration coupling. The results show that the lowest isoscalar states
above threshold in and are the
superpositions of collective excitations and unperturbed transitions from bound
state to nonresonance states. For these three nuclei, both the low-lying
isoscalar states and giant isoscalar resonance carry isovector strength. The
ratio B(IV)/B(IS) is checked. It is found that, for , the
ratios are equal to in good accuracy, while for
and , the ratios are much larger than
. This results from the excess neutrons with small binding
energies in and .Comment: 14 pages, 10 figure
Detection of herb-symptom associations from traditional chinese medicine clinical data
YesTraditional Chinese medicine (TCM) is an individualized medicine by observing the symptoms and signs (symptoms in brief) of patients. We aim to extract the meaningful herb-symptom relationships from large scale TCM clinical data. To investigate the correlations between symptoms and herbs held for patients, we use four clinical data sets collected from TCM outpatient clinical settings and calculate the similarities between patient pairs in terms of the herb constituents of their prescriptions and their manifesting symptoms by cosine measure. To address the large-scale multiple testing problems for the detection of herb-symptom associations and the dependence between herbs involving similar efficacies, we propose a network-based correlation analysis (NetCorrA) method to detect the herb-symptom associations. The results show that there are strong positive correlations between symptom similarity and herb similarity, which indicates that herb-symptom correspondence is a clinical principle adhered to by most TCM physicians. Furthermore, the NetCorrA method obtains meaningful herb-symptom associations and performs better than the chi-square correlation method by filtering the false positive associations. Symptoms play significant roles for the prescriptions of herb treatment. The herb-symptom correspondence principle indicates that clinical phenotypic targets (i.e., symptoms) of herbs exist and would be valuable for further investigations
A C. elegans neuron both promotes and suppresses motor behavior to fine tune motor output [preprint]
How neural circuits drive behavior is a central question in neuroscience. Proper execution of motor behavior requires the precise coordination of many neurons. Within a motor circuit, individual neurons tend to play discrete roles by promoting or suppressing motor output. How exactly neurons function in specific roles to fine tune motor output is not well understood. In C. elegans, the interneuron RIM plays important yet complex roles in locomotion behavior. Here, we show that RIM both promotes and suppresses distinct features of locomotion behavior to fine tune motor output. This dual function is achieved via the excitation and inhibition of the same motor circuit by electrical and chemical neurotransmission, respectively. Additionally, this bi-directional regulation contributes to motor adaptation in animals placed in novel environments. Our findings reveal that individual neurons within a neural circuit may act in opposing ways to regulate circuit dynamics to fine tune behavioral output
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