Search results for "LOCI"

showing 10 items of 1277 documents

ββ2νdecay in48Ca

2001

A schematic study of the $\ensuremath{\beta}\ensuremath{\beta}2\ensuremath{\nu}$ decay of ${}^{48}\mathrm{Ca}$ is made in a shell-model approach. The emphasis is especially put on the role of the spin-orbit potential in relation with the contribution of other terms in the strong interaction. This is discussed with a particular attention to the behavior of these ones under the SU(4) symmetry. Different methods in calculating the transition amplitude are also looked at with the aim to determine their reliability and, eventually, why they do not work. Further aspects relative to the failure of the operator expansion method to reproduce the results of more elaborate calculations are examined.

Nuclear physicsPhysicsNuclear and High Energy PhysicsAmplitude010308 nuclear & particles physicsOperator (physics)0103 physical sciencesStrong interactionBeta (velocity)010306 general physics01 natural sciencesSymmetry (physics)Mathematical physicsPhysical Review C
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First observation of beta-delayed deuteron emission

1990

5 pages, 2 figures.

Nuclear physicsPhysicsNuclear and High Energy PhysicsDeuteriumBranching fractionNuclear Physics - ExperimentBeta (velocity)Atomic physicsIntensity (physics)
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β-delayed fission of186,188Bi isotopes

2013

By using the technique of correlating implanted evaporation residues and their subsequent fission decay, $\ensuremath{\beta}$-delayed fission ($\ensuremath{\beta}$DF) of ${}^{186}$Bi has been identified for the first time and $\ensuremath{\beta}$DF of ${}^{188}$Bi has been unambiguously confirmed. The experiments were performed at the velocity filter SHIP (GSI, Darmstadt). The $\ensuremath{\beta}$DF probabilities for both nuclides were qualitatively estimated, and, in particular indications for a large value in the case of ${}^{186}$Bi are regarded.

Nuclear physicsPhysicsNuclear and High Energy PhysicsIsotope010308 nuclear & particles physicsFission0103 physical sciencesBeta (velocity)Nuclide010306 general physics01 natural sciencesPhysical Review C
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Neutrinoless double beta decay to excited collective 0+ states

2000

Abstract The many recently performed experiments to study the two-neutrino double beta (2 νββ ) decay to the first excited 0 + final state encourage similar experiments to be done for the neutrinoless double beta (0 νββ ) decay. Based on the accumulated theoretical and experimental information on the 2 νββ decays one could hope that the 0 νββ decay to the excited 0 + state would be very efficient in restricting the parameter space of modern particle-physics theories. In this article the 0 νββ decays of 76 Ge and 82 Se to excited collective 0 + states are studied within a realistic nuclear model. It is found that the lower limits for the half-lives of these decays are of the order of 10 27 y…

Nuclear physicsPhysicsNuclear and High Energy PhysicsParticle physicsDecay schemeExcited stateDouble beta decayHigh Energy Physics::ExperimentBeta (velocity)Parameter spaceBeta-decay stable isobarsPhysics Letters B
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Theory of double beta decay

2005

Basic features of the two-neutrino double beta ( 2 ν β β ) decay and neutrinoless double beta ( 0 ν β β ) decay are discussed. A short review of the most important nuclear models, used to describe the ββ decay, is given. A deeper survey of the nuclear matrix elements, related to the above-mentioned decay modes, is performed using the proton-neutron quasiparticle random-phase approximation (pnQRPA). In particular, the extraction of a proper value of the proton-neutron particle-particle interaction parameter in this theory is addressed. The relevance of different multipoles in the multipole decomposition of the 0 ν β β matrix element is also discussed in the pnQRPA framework.

Nuclear physicsPhysicsNuclear and High Energy PhysicsParticle physicsDouble beta decayQuasiparticleMatrix elementBeta (velocity)Flory–Huggins solution theoryNuclear ExperimentMultipole expansionNuclear Physics A
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Proton-Neutron QRPA

2007

We discussed proton—neutron two-quasiparticle excitations and their electromagnetic and beta decays in Chap. 15. In Chap. 17 we introduced the pn-QTDA, the simplest configuration mixing scheme of these excitations. The vacuum of the pnQTDA is the BCS vacuum, and the solutions of the pn-QTDA satisfy a variational principle.1

Nuclear physicsPhysicsProtonMatrix elementNeutronBeta (velocity)Beta decayMixing (physics)
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Probing the quenching of gA by single and double beta decays

2013

Abstract Ground-state-to-ground-state two-neutrino double beta ( 2 ν β β ) decays and single beta (EC and β − ) decays are studied for the A = 100 (100Mo 100Tc 100Ru), A = 116 (116Cd 116In 116Sn) and A = 128 (128Te 128I 128Xe) nuclear systems by using the proton–neutron quasiparticle random-phase approximation exploiting realistic effective interactions in very large single-particle bases. The aim of this exercise is to see if both the single-beta and double-beta decay observables related to the ground states of the initial, intermediate and final nuclei participant in the decays can be described simultaneously by changing the value of the axial-vector coupling constant g A . In spite of th…

Nuclear physicsPhysicsQuenchingCoupling constantNuclear and High Energy PhysicsQuasiparticleObservableBeta (velocity)Atomic physicsPhysics Letters B
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Neutrino-nuclear responses for astro-neutrinos, single beta decays and double beta decays

2019

Abstract Neutrino–nuclear responses associated with astro-neutrinos, single beta decays and double beta decays are crucial in studies of neutrino properties of interest for astro-particle physics. The present report reviews briefly recent studies of the neutrino–nuclear responses from both experimental and theoretical points of view in order to obtain a consistent understanding of the many facets of the neutrino–nuclear responses. Subjects discussed in this review include (i) experimental studies of neutrino–nuclear responses by means of single beta decays, charge-exchange nuclear reactions, muon- photon- and neutrino–nuclear reactions, and nucleon-transfer reactions, (ii) implications of a…

Nuclear reactionParticle physicsPhysics::Instrumentation and DetectorsSolar neutrinoastrofysiikkasingle beta decaysNuclear TheoryGeneral Physics and Astronomyneutrino-nucleus interactionsnuclear matrix elements01 natural sciences7. Clean energyastro-neutrinosNucleosynthesisDouble beta decay0103 physical sciencesBeta (velocity)Nuclear Experiment010306 general physicsPhysicsdouble beta decaysMuonta114010308 nuclear & particles physicsHigh Energy Physics::Phenomenologymuon captureneutriinotMuon capturephoto-nuclear reactionsHigh Energy Physics::Experimentcharge-exchange reactionsNeutrinoPhysics Reports
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A velocity–diffusion method for a Lotka–Volterra system with nonlinear cross and self-diffusion

2009

The aim of this paper is to introduce a deterministic particle method for the solution of two strongly coupled reaction-diffusion equations. In these equations the diffusion is nonlinear because we consider the cross and self-diffusion effects. The reaction terms on which we focus are of the Lotka-Volterra type. Our treatment of the diffusion terms is a generalization of the idea, introduced in [P. Degond, F.-J. Mustieles, A deterministic approximation of diffusion equations using particles, SIAM J. Sci. Stat. Comput. 11 (1990) 293-310] for the linear diffusion, of interpreting Fick's law in a deterministic way as a prescription on the particle velocity. Time discretization is based on the …

Numerical AnalysisSelf-diffusionDiffusion equationDiscretizationNonlinear diffusionADI schemeApplied MathematicsNumerical analysisMathematical analysisParticle methodComputational MathematicsNonlinear systemReaction–diffusion systemPattern formationParticle velocityReaction-diffusionDiffusion (business)Travelling frontsMathematicsApplied Numerical Mathematics
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Direct Analysis of Psilocin and Muscimol in Urine Samples Using Single Drop Microextraction Technique In-Line with Capillary Electrophoresis

2020

The fully automated system of single drop microextraction coupled with capillary electrophoresis (SDME-CE) was developed for in-line preconcentration and determination of muscimol (MUS) and psilocin (PSC) from urine samples. Those two analytes are characteristic active metabolites of Amanita and Psilocybe mushrooms, evoking visual and auditory hallucinations. Study analytes were selectively extracted from the donor phase (urine samples, pH 4) into the organic phase (a drop of octanol layer), and re-extracted to the acidic acceptor (background electrolyte, BGE), consisting of 25 mM phosphate buffer (pH 3). The optimized conditions for the extraction procedure of a 200 &micro

OctanolAnalyteLiquid Phase MicroextractionCalibration curveAmanitacapillary electrophoresisPharmaceutical ScienceElectrolyteUrinesingle drop microextraction01 natural sciencesArticleAnalytical Chemistrylcsh:QD241-44103 medical and health scienceschemistry.chemical_compound0302 clinical medicineCapillary electrophoresislcsh:Organic chemistryLimit of DetectionDrug DiscoverymedicineHumans030216 legal & forensic medicinePhysical and Theoretical ChemistrypsilocinChromatographyChemistrygreen chemistry010401 analytical chemistryOrganic ChemistryElectrophoresis CapillaryHydrogen-Ion ConcentrationmuscimolurinePsilocybin0104 chemical sciencesDilutionChemistry (miscellaneous)PsilocinCalibrationHallucinogensSolventsMolecular MedicinePsilocybemedicine.drugMolecules
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