Search results for "Boundary value problem"

showing 10 items of 551 documents

Particle production from the Color Glass Condensate: proton-nucleus collisions in light of the HERA data

2014

We compute single inclusive hadron production in proton-proton and proton-nucleus collisions consistently within the CGC framework. The parameters in the calculations are obtained from electron-proton DIS and standard nuclear geometry. We obtain a good description of the DIS data without an anomalous dimension in the initial condition of the BK evolution and get a good agreement with the available single inclusive proton-proton and proton-nucleus data.

PhysicsNuclear and High Energy PhysicsParticle physicsProtonNuclear Theoryta114HadronNuclear TheoryFOS: Physical sciencesHERA7. Clean energyColor-glass condensateNuclear physicsNuclear Theory (nucl-th)High Energy Physics - Phenomenologymedicine.anatomical_structureHigh Energy Physics - Phenomenology (hep-ph)medicineInitial value problemParticlePhysics::Accelerator PhysicsBoundary value problemNuclear ExperimentNucleus
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Fermion masses and unitarity without a Higgs boson

2004

We discuss the consistency of fermion mass generation by boundary conditions and brane localized terms in higher dimensional models of gauge symmetry breaking without a Higgs boson. The sum rules imposed by tree-level unitarity and Ward identities are applied to check the consistency of mass generation by orbifold projections and more general boundary conditions consistent with the variational principle. We find that the sum rules are satisfied for boundary conditions corresponding to brane localized mass and kinetic terms consistent with the reduced gauge symmetry on the brane.

PhysicsNuclear and High Energy PhysicsParticle physicsUnitarityHigh Energy Physics::LatticeHigh Energy Physics::PhenomenologyMass generationHigh Energy Physics::TheoryHiggs fieldHiggs bosonBoundary value problemSum rule in quantum mechanicsBraneGauge symmetryMathematical physicsPhysical Review D
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Gluon spectrum in the glasma from JIMWLK evolution

2011

The JIMWLK equation with a "daughter dipole" running coupling is solved numerically starting from an initial condition given by the McLerran-Venugopalan model. The resulting Wilson line configurations are then used to compute the spectrum of gluons comprising the glasma inital state of a high energy heavy ion collision. The development of a geometrical scaling region makes the spectrum of produced gluons harder. Thus the ratio of the mean gluon transverse momentum to the saturation scale grows with energy. Also the total gluon multiplicity increases with energy slightly faster than the saturation scale squared.

PhysicsNuclear and High Energy PhysicsParticle physicsWilson loopta114Nuclear Theory010308 nuclear & particles physicsHigh Energy Physics::LatticeHigh Energy Physics::PhenomenologyFOS: Physical sciencesYang–Mills existence and mass gapRenormalization group01 natural sciencesGluonNuclear Theory (nucl-th)High Energy Physics - PhenomenologyDipoleHigh Energy Physics - Phenomenology (hep-ph)Quantum electrodynamics0103 physical sciencesInitial value problemBoundary value problem010306 general physicsNuclear ExperimentScaling
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Centrality and initial formation time dependence of the emission of thermal photons from fluctuating initial conditions at RHIC and LHC

2013

Abstract Event-by-event fluctuating initial conditions (IC) in the ideal hydrodynamic calculation are known to enhance the production of thermal photons significantly compared to a smooth initial state averaged profile in the range p T > 1 GeV / c for 200A GeV Au+Au collisions at RHIC and 2.76A TeV Pb + Pb collisions at LHC. The ‘hotspots’ or the over-dense regions in the fluctuating IC produce more high p T photons compared to the smooth IC due to the strong temperature dependent emission of the thermal radiation. This enhancement is expected to be more pronounced for peripheral collisions, for lower beam energies, and for larger values of plasma formation time. A suitably normalized ratio…

PhysicsNuclear and High Energy PhysicsRange (particle radiation)Large Hadron ColliderPhotonta114010308 nuclear & particles physics01 natural sciences7. Clean energyNuclear physicsThermal radiationYield (chemistry)0103 physical sciencesThermalBoundary value problemAtomic physicsNuclear Experiment010306 general physicsBeam (structure)Nuclear Physics A
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THREE-D SINGLETONS AND 2-D C.F.T.

1992

Two-dimensional Wess-Zumino-Novikov-Witten theory is extended to three dimensions, where it becomes a scalar gauge theory of the singleton type. The three-dimensional formulation involves a scalar field valued in a compact group G, a Nakanishi-Lautrup field valued in Lie (G) and Faddeev-Popov ghosts. The physical sector, characterized by the vanishing of the Nakanishi-Lautrup field, coincides with the WZNW theory of the group G. Three-dimensional space-time structure involves a generalized metric, but only its boundary values are of consequence. An alternative formulation in terms of left and right movers (in three dimensions!) is also possible.

PhysicsNuclear and High Energy PhysicsSingletonScalar (mathematics)Lie groupWess–Zumino–Witten modelAstronomy and AstrophysicsAtomic and Molecular Physics and OpticsHigh Energy Physics::TheoryCompact groupBoundary value problemGauge theoryScalar fieldMathematical physicsInternational Journal of Modern Physics A
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Fractional-order theory of heat transport in rigid bodies

2014

Abstract The non-local model of heat transfer, used to describe the deviations of the temperature field from the well-known prediction of Fourier/Cattaneo models experienced in complex media, is framed in the context of fractional-order calculus. It has been assumed (Borino et al., 2011 [53] , Mongiovi and Zingales, 2013 [54] ) that thermal energy transport is due to two phenomena: ( i ) A short-range heat flux ruled by a local transport equation; ( ii ) A long-range thermal energy transfer proportional to a distance-decaying function, to the relative temperature and to the product of the interacting masses. The distance-decaying function is assumed in the functional class of the power-law …

PhysicsNumerical AnalysisField (physics)business.industryApplied MathematicsFractional derivatives; Fractional-order calculus; Fractional-order derivatives; Generalized entropies; Molecular dynamics simulations; Nonlocal; Relative temperatures; Thermal energy transportThermodynamicsContext (language use)Fractional derivativeFractional-order calculuFractional calculusRelative temperatureHeat fluxModeling and SimulationHeat transferGeneralized entropieMolecular dynamics simulationFractional-order derivativeBoundary value problembusinessConvection–diffusion equationNonlocalSettore ICAR/08 - Scienza Delle CostruzioniThermal energyThermal energy transport
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Multi-Scale Modeling of Quantum Semiconductor Devices

2006

This review is concerned with three classes of quantum semiconductor equations: Schrodinger models, Wigner models, and fluid-type models. For each of these classes, some phenomena on various time and length scales are presented and the connections between micro-scale and macro-scale models are explained. We discuss Schrodinger-Poisson systems for the simulation of quantum waveguides and illustrate the importance of using open boundary conditions. We present Wigner-based semiconductor models and sketch their mathematical analysis. In particular we discuss the Wigner-Poisson-Focker-Planck system, which is the starting point of deriving subsequently the viscous quantum hydrodynamic model. Furt…

PhysicsOpen quantum systemsymbols.namesakeSemiconductor device modelingInelastic collisionsymbolsWigner distribution functionBoundary value problemStatistical physicsSemiconductor process simulationQuantumSchrödinger's cat
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Optical Phonons in Quasi-One Dimensional Semiconductors

1993

A lagrangian formalism is systematically established for the treatment of long wavelength polar optical oscillations in quantum wires modeling the system as a macroscopic continuum. Fundamental equations for the vector displacement u and the electric potential ϕ are rigorously derived in the form of four coupled second order partial differential equations. Matching boundary conditions at the interfaces are also rigorously deduced from the fundamental equations and it is proved that no incompatibility between the mechanical and electrostatic matching boundary conditions exists. The case of AlAs-GaAs quantum wires with cylindrical symmetry is discussed.

PhysicsPartial differential equationSemiconductorClassical mechanicsPhononbusiness.industryQuantum wirePolarElectric potentialBoundary value problembusinessQuantum
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FlexibleSUSY -- A spectrum generator generator for supersymmetric models

2014

We introduce FlexibleSUSY, a Mathematica and C++ package, which generates a fast, precise C++ spectrum generator for any SUSY model specified by the user. The generated code is designed with both speed and modularity in mind, making it easy to adapt and extend with new features. The model is specified by supplying the superpotential, gauge structure and particle content in a SARAH model file; specific boundary conditions e.g. at the GUT, weak or intermediate scales are defined in a separate FlexibleSUSY model file. From these model files, FlexibleSUSY generates C++ code for self-energies, tadpole corrections, renormalization group equations (RGEs) and electroweak symmetry breaking (EWSB) co…

PhysicsParticle physicsGenerator (computer programming)SuperpotentialElectroweak interactionHigh Energy Physics::PhenomenologyGeneral Physics and AstronomyFOS: Physical sciencesSupersymmetryTopologyHigh Energy Physics - PhenomenologyHigh Energy Physics - Phenomenology (hep-ph)Hardware and ArchitectureHiggs bosonSymmetry breakingBoundary value problemddc:004Minimal Supersymmetric Standard Model
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Soft masses in SUSY SO(10) GUTs with low intermediate scales

2012

The specific shape of the squark, slepton and gaugino mass spectra, if measured with sufficient accuracy, can provide invaluable information not only about the dynamics underpinning their origin at some very high scale such as the unification scale MG, but also about the intermediate scale physics encountered throughout their RGE evolution down to the energy scale accessible for the LHC. In this work, we study general features of the TeV scale soft SUSY breaking parameters stemming from a generic mSugra configuration within certain classes of SUSY SO(10) GUTs with different intermediate symmetries below MG. We show that particular combinations of soft masses show characteristic deviations f…

PhysicsParticle physicsLarge Hadron ColliderSeesaw molecular geometryScale (ratio)High Energy Physics::PhenomenologyGauginoHigh Energy Physics::ExperimentSoft SUSY breakingBoundary value problemSupersymmetrySO(10)
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