5,245 research outputs found
Atomic detection in microwave cavity experiments: a dynamical model
We construct a model for the detection of one atom maser in the context of
cavity Quantum Electrodynamics (QED) used to study coherence properties of
superpositions of electromagnetic modes. Analytic expressions for the atomic
ionization are obtained, considering the imperfections of the measurement
process due to the probabilistic nature of the interactions between the
ionization field and the atoms. Limited efficiency and false counting rates are
considered in a dynamical context, and consequent results on the information
about the state of the cavity modes are obtained.Comment: 12 pages, 1 figur
Eisenstein Series and String Thresholds
We investigate the relevance of Eisenstein series for representing certain
-invariant string theory amplitudes which receive corrections from BPS
states only. may stand for any of the mapping class, T-duality and
U-duality groups , or respectively.
Using -invariant mass formulae, we construct invariant modular functions
on the symmetric space of non-compact type, with the
maximal compact subgroup of , that generalize the standard
non-holomorphic Eisenstein series arising in harmonic analysis on the
fundamental domain of the Poincar\'e upper half-plane. Comparing the
asymptotics and eigenvalues of the Eisenstein series under second order
differential operators with quantities arising in one- and -loop string
amplitudes, we obtain a manifestly T-duality invariant representation of the
latter, conjecture their non-perturbative U-duality invariant extension, and
analyze the resulting non-perturbative effects. This includes the and
couplings in toroidal compactifications of M-theory to any
dimension and respectively.Comment: Latex2e, 60 pages; v2: Appendix A.4 extended, 2 refs added, thms
renumbered, plus minor corrections; v3: relation (1.7) to math Eis series
clarified, eq (3.3) and minor typos corrected, final version to appear in
Comm. Math. Phys; v4: misprints and Eq C.13,C.24 corrected, see note adde
Biofilm growth and hydrodynamic behaviour in the biological plate tower (BPT) with and without hanging biomass (BPT-HB)
Deodorization and volatile organic compound abatement from polluted air streams can be
accomplished with the biological plate tower (BPT), which has proved to be a reliable alternative to
biofilters and biotrickling filters. Unlike those, the BPT is a non-clogging device, with constant active
surface, and steady performance, making it ideal for scale-up and modelling. The initial BPT design
needed improvement for better performance. The cylindrical body (circular plates) was replaced by a
rectangular cuboid (rectangular plates). Holes in the plates did augment the amount of active
biomass (hanging from the holes and under the plates), without reducing the transfer of toluene from
the gaseous to the liquid phase. The diminished distance between plates was well tolerated in cocurrent
flow, allowing much higher quantities of biomass in the same reactor volume. With 18 and
14 mm spacing between adjacent plates, the BPT, with and without holes, was tested for flooding,
holdup and pressure drop. Several gas and liquid flows were tested, both in co-current and countercurrent.
In hydrodynamic terms, the BPT-HB with co-current flow was clearly the best option. Higher
stability with higher flow rates, and lower pressure drops were observed. The inoculum was obtained
from wastewater plant activated sludge (petrochemical industry)
Comment on the Adiabatic Condition
The experimental observation of effects due to Berry's phase in quantum
systems is certainly one of the most impressive demonstrations of the
correctness of the superposition principle in quantum mechanics. Since Berry's
original paper in 1984, the spin 1/2 coupled with rotating external magnetic
field has been one of the most studied models where those phases appear. We
also consider a special case of this soluble model. A detailed analysis of the
coupled differential equations and comparison with exact results teach us why
the usual procedure (of neglecting nondiagonal terms) is mathematically sound.Comment: 9 page
Urachal Tumor: A Case Report of an Extremely Rare Carcinoma
The urachus is a tubular structure that connects the bladder to the allantois in the embryonic development, involuting after the third trimester. The urachus carcinoma is an extremely rare tumor that accounts for <1% of all bladder cancers. We report a case of a 46-year-old woman, with no past medical history, complaining of hematuria with 6-month duration and a physical exam and an abdominal computed topographic scan revealing an exophytic mass of 6.8 cm longer axis that grew depending on the anterior bladder wall, invading the anterior abdominal wall. Cystoscopy detected mucosal erosion. The biopsy showed structures of adenocarcinoma of enteric type. The surgical specimen showed urachus adenocarcinoma of enteric type with stage IVA in the Sheldon system and stage III in the Mayo system. This case has a 3-year follow-up without disease recurrence.info:eu-repo/semantics/publishedVersio
Femtoscopic correlations and the interaction
We study the prospects for deducing constraints on the interaction of charmed
baryons with nucleons from measurements of two-particle momentum correlation
functions for . The correlation functions are calculated for
and interactions that have been extrapolated from
lattice QCD simulations at unphysical masses of MeV to the
physical point using chiral effective field theory as guideline. In addition,
we consider phenomenological models from the literature to explore the
sensitivity of the results to the properties of the interaction in detail. We
find that a measurement of the correlation functions could indeed
allow one to discriminate between strongly attractive forces, as
predicted by some phenomenological models, and a weakly attractive interaction
as suggested by the presently available lattice simulations.Comment: 8 pages, 4 figure
- …