10,545 research outputs found
Near Infrared Microspectroscopy, Fluorescence Microspectroscopy, Infrared Chemical Imaging and High-Resolution Nuclear Magnetic Resonance Analysis of Soybean Seeds, Embryos and Single Cells
Chemical analysis of soybean seeds, somatic embryos and single cells were carried out by Fourier Transform Infrared (FT-IR), Fourier Transform Near Infrared (FT-NIR) Microspectroscopy, Fluorescence and High-Resolution NMR (HR-NMR). The first FT-NIR chemical images of biological systems approaching 1 micron (1μ) resolution are presented here. Chemical images obtained by FT-NIR and FT-IR Microspectroscopy are presented for oil in soybean seeds and somatic embryos under physiological conditions. FT-NIR spectra of oil and proteins were obtained for volumes as small as 2μ3. Related, HR-NMR analyses of oil contents in somatic embryos are also presented here with nanoliter precision. Such 400 MHz 1H NMR analyses allowed the selection of mutagenized embryos with higher oil content (e.g. ~20%) compared to non-mutagenized control embryos. Moreover, developmental changes in single soybean seeds and/or somatic embryos may be monitored by FT-NIR with a precision approaching the picogram level. Indeed, detailed chemical analyses of oils and phytochemicals are now becoming possible by FT-NIR Chemical Imaging/ Microspectroscopy of single cells. The cost, speed and analytical requirements of plant breeding and genetic selection programs are fully satisfied by FT-NIR spectroscopy and Microspectroscopy for soybeans and soybean embryos. FT-NIR Microspectroscopy and Chemical Imaging are also shown to be potentially important in functional Genomics and Proteomics research through the rapid and accurate detection of high-content microarrays (HCMA). Multi-photon (MP), pulsed femtosecond laser NIR Fluorescence Excitation techniques were shown to be capable of Single Molecule Detection (SMD). Therefore, such powerful techniques allow for the most sensitive and reliable quantitative analyses to be carried out both in vitro and in vivo. Thus, MP NIR excitation for Fluorescence Correlation Spectroscopy (FCS) allows not only single molecule detection, but also molecular dynamics and high resolution, submicron imaging of femtoliter volumes inside living cells and tissues. These novel, ultra-sensitive and rapid NIR/FCS analyses have numerous applications in important research areas, such as: agricultural biotechnology, food safety, pharmacology, medical research and clinical diagnosis of viral diseases and cancers
Exotic phase diagram of a topological quantum system
We study the quantum phase transitions (QPTs) in the Kitaev spin model on a
triangle-honeycomb lattice. In addition to the ordinary topological QPTs
between Abelian and non-Abelian phases, we find new QPTs which can occur
between two phases belonging to the same topological class, namely, either two
non-Abelian phases with the same Chern number or two Abelian phases with the
same Chern number. Such QPTs result from the singular behaviors of the nonlocal
spin-spin correlation functions at the critical points.Comment: 10 pages, 5 figure
Fidelity susceptibility in the two-dimensional spin-orbit models
We study the quantum phase transitions in the two-dimensional spin-orbit
models in terms of fidelity susceptibility and reduced fidelity susceptibility.
An order-to-order phase transition is identified by fidelity susceptibility in
the two-dimensional Heisenberg XXZ model with Dzyaloshinsky-Moriya interaction
on a square lattice. The finite size scaling of fidelity susceptibility shows a
power-law divergence at criticality, which indicates the quantum phase
transition is of second order. Two distinct types of quantum phase transitions
are witnessed by fidelity susceptibility in Kitaev-Heisenberg model on a
hexagonal lattice. We exploit the symmetry of two-dimensional quantum compass
model, and obtain a simple analytic expression of reduced fidelity
susceptibility. Compared with the derivative of ground-state energy, the
fidelity susceptibility is a bit more sensitive to phase transition. The
violation of power-law behavior for the scaling of reduced fidelity
susceptibility at criticality suggests that the quantum phase transition
belongs to a first-order transition. We conclude that fidelity susceptibility
and reduced fidelity susceptibility show great advantage to characterize
diverse quantum phase transitions in spin-orbit models.Comment: 11 pages. 11 figure
Isospin dependence of pseudospin symmetry in nuclear resonant states
The relativistic mean field theory in combination with the analytic
continuation in the coupling constant method is used to determine the energies
and widths of single-particle resonant states in Sn isotopes. It is shown that
there exists clear shell structure in the resonant levels as appearing in the
bound levels. In particular, the isospin dependence of pseudospin symmetry is
clearly shown in the resonant states, is consistent with that in the bound
states, where the splittings of energies and widths between pseudospin doublets
are found in correlation with the quantum numbers of single-particle states, as
well as the nuclear mass number. The similar phenomenon also emerges in the
spin partners.Comment: 7 pages, 6 figure
Suppression of the superconducting energy gap in intrinsic Josephson junctions of single crystals
We have observed back-bending structures at high bias current in the
current-voltage curves of intrinsic Josephson junctions. These structures may
be caused by nonequilibrium quasiparticle injection and/or Joule heating. The
energy gap suppression varies considerably with temperature. Different levels
of the suppression are observed when the same level of current passes through
top electrodes of different sizes. Another effect which is seen and discussed,
is a super-current ``reentrance'' of a single intrinsic Josephson junction with
high bias current.Comment: accepted by Supercond. Sci. and Tech., 200
Nonequilibrium charge dynamics of light-driven rings threaded by a magnetic flux
We study theoretically the charge polarization and the charge current
dynamics of a mesoscopic ring driven by short asymmetric electromagnetic pulses
and threaded by an external static magnetic flux. It is shown that the
pulse-induced charge polarization and the associated light-emission is
controllable by tuning the external magnetic flux. Applying two mutually
perpendicular pulses triggers a charge current in the ring. The interplay
between this nonequilibrium and the persistent currents is investigated and the
conditions under which the pulses stop the persistent current are identified.Comment: 6 pages, 2 figures; submitted to EP
Quantum chaos and critical behavior on a chip
The Dicke model describes N qubits (or two-level atoms) homogenously coupled
to a bosonic mode. Here we examine an open-system realization of the Dicke
model, which contains critical and chaotic behaviour. In particular, we extend
this model to include an additional open transport qubit (TQ) (coupled to the
bosonic mode) for passive and active measurements. We illustrate how the
scaling (in the number of qubits N) of the superradiant phase transition can be
observed in both current and current-noise measurements through the transport
qubit. Using a master equation, we also investigate how the phase transition is
affected by the back-action from the transport qubit and losses in the cavity.
In addition, we show that the non-integrable quantum chaotic character of the
Dicke model is retained in an open-system environment. We propose how all of
these effects could been seen in a circuit QED system formed from an array of
superconducting qubits, or an atom chip, coupled to a quantized resonant cavity
(e.g., a microwave transmission line).Comment: 7 page
Mesoscopic circuits with charge discreteness:quantum transmission lines
We propose a quantum Hamiltonian for a transmission line with charge
discreteness. The periodic line is composed of an inductance and a capacitance
per cell. In every cell the charge operator satisfies a nonlinear equation of
motion because of the discreteness of the charge. In the basis of one-energy
per site, the spectrum can be calculated explicitly. We consider briefly the
incorporation of electrical resistance in the line.Comment: 11 pages. 0 figures. Will be published in Phys.Rev.
Basic Representations of A_{2l}^(2) and D_{l+1}^(2) and the Polynomial Solutions to the Reduced BKP Hierarchies
Basic representations of A_{2l}^(2) and D_{l+1}^(2) are studied. The weight
vectors are represented in terms of Schur's -functions. The method to get
the polynomial solutions to the reduced BKP hierarchies is shown to be
equivalent to a certain rule in Maya game.Comment: January 1994, 11 page
The Case for Learned Index Structures
Indexes are models: a B-Tree-Index can be seen as a model to map a key to the
position of a record within a sorted array, a Hash-Index as a model to map a
key to a position of a record within an unsorted array, and a BitMap-Index as a
model to indicate if a data record exists or not. In this exploratory research
paper, we start from this premise and posit that all existing index structures
can be replaced with other types of models, including deep-learning models,
which we term learned indexes. The key idea is that a model can learn the sort
order or structure of lookup keys and use this signal to effectively predict
the position or existence of records. We theoretically analyze under which
conditions learned indexes outperform traditional index structures and describe
the main challenges in designing learned index structures. Our initial results
show, that by using neural nets we are able to outperform cache-optimized
B-Trees by up to 70% in speed while saving an order-of-magnitude in memory over
several real-world data sets. More importantly though, we believe that the idea
of replacing core components of a data management system through learned models
has far reaching implications for future systems designs and that this work
just provides a glimpse of what might be possible
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