Search results for "waves"

showing 10 items of 1766 documents

How to reconcile the Rosenbluth and the polarization transfer method in the measurement of the proton form factors

2003

The apparent discrepancy between the Rosenbluth and the polarization transfer method for the ratio of the electric to magnetic proton form factors can be explained by a two-photon exchange correction which does not destroy the linearity of the Rosenbluth plot. Though intrinsically small, of the order of a few percent of the cross section, this correction is kinematically enhanced in the Rosenbluth method while it is small for the polarization transfer method, at least in the range of (Q^2) where it has been used until now.

Condensed Matter::Soft Condensed MatterPhysicsHigh Energy Physics - PhenomenologyHigh Energy Physics - Phenomenology (hep-ph)Physics::Plasma PhysicsQuantum electrodynamicsFOS: Physical sciencesGeneral Physics and AstronomyAtomic physicsPolarization (waves)Nuclear Experiment
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Orientational order of Langmuir–Blodgett films as determined by fluorescence anisotropy

1989

The orientational order parameters 〈P2〉 and 〈P4〉, of cadmium stearate Langmuir–Blodgett multilayers have been calculated from steady state fluorescence anisotropy experiments. It has been shown that it is valid to model the polarization components using the assumptions that the fluorescent probes are axially symmetric, the film is azimuthally symmetric within the plane, and that the rotational motion is slow enough to be neglected. Although the data do not preclude a dependence of anisotropy on thickness, within the sample‐to‐sample variations, there is no significant effect of thickness on orientational order. The order parameters for newly deposited films are 〈P2〉=0.33 and 〈P4〉=0.02. The …

Condensed matter physicsAnalytical chemistryGeneral Physics and AstronomyPolarization (waves)FluorescenceLangmuir–Blodgett filmCadmium stearateFluorescence spectroscopychemistry.chemical_compoundchemistryPhysical and Theoretical ChemistryAnisotropyAxial symmetryFluorescence anisotropyThe Journal of Chemical Physics
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Influence of strain in the reduction of the internal electric field in GaN/AlN quantum dots grown ona-plane 6H-SiC

2006

The strain state of stacks of GaN/AIN quantum dots (QDs) grown on (0001) and (1120) 6H-SiC has been investigated by means of Raman spectroscopy. Depending on the orientation of the wurtzite axis with respect to the growth direction it is found that the piezoelectric contribution to the electrostatic potential may either reinforce that arising from the spontaneous polarization or oppose it. The experimental results are compared with a theoretical model for the strain and polarization field in QDs of both orientations that allows the calculation of the electrostatic potential in the QDs. Both the experimental results and the theoretical model indicate that the internal electric field and elec…

Condensed matter physicsChemistryCondensed Matter PhysicsPolarization (waves)PiezoelectricityElectronic Optical and Magnetic MaterialsSpontaneous polarizationsymbols.namesakeStrain distributionQuantum dotElectric fieldsymbolsRaman spectroscopyWurtzite crystal structurephysica status solidi (b)
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Deviations from Kleinman symmetry of the second-order polarizability tensor in molecules with low-lying perpendicular electronic bands

1993

Abstract 4-Nitroaniline (pNA) and 3,5-dinitro-aniline (3,5-DNA) were studied by electric field induced second harmonic generation (EFISH) and electrooptical absorption measurements (EOAM) in dioxane solution at T = 298 K. The measurements were carried out for two polarization conditions, the electric field vector of the linearly polarized incident light being parallel or perpendicular to the static electric field. The second-order polarizability tensor of pNA is confirmed to be Kleinman symmetric, while a strong deviation from index permutation symmetry is observed for 3,5-DNA. The latter is quantitatively interpreted by contributions of a low-lying electronic band with transition dipole pe…

Condensed matter physicsChemistrybusiness.industryLinear polarizationGeneral Physics and AstronomySecond-harmonic generationPolarization (waves)RayDipoleOpticsElectric fieldPerpendicularMoleculePhysical and Theoretical ChemistrybusinessChemical Physics
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Lattice and electronic contributions to the refractive index of CuWO4

2014

We report an investigation of the refractive index dispersion and anisotropy in CuWO4 by means of interference measurements in two extinction directions from mid infrared to the visible region of the energy spectrum. The analysis of the refractive index dispersion yields ϵ(∞) = 4.5(1) for light polarization parallel to the c-axis and ϵ(∞) = 5.3(1) with respect to the other extinction axis. In addition, we report reflectance measurements carried out from the far infrared to the near ultraviolet to study the lattice and electronic contributions to the refractive index of CuWO4. We have determined the wavenumbers of nine infrared active lattice modes and compared them with previous ab initio c…

Condensed matter physicsFar infraredInfraredBand gapChemistryGeneral Physics and AstronomyWavenumberElectronic structurePolarization (waves)AnisotropyRefractive indexMolecular physicsAstrophysics::Galaxy AstrophysicsJournal of Applied Physics
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High Precision Astrometry Over Large Angular Scales with Closure Constraints: The Triplet 1803+784/1928+738/2007+777

1996

The technique of differential astrometry using the phase-delay VLBI observable promises fractional precisions of ~2 × 10−9 in the determination of the separation of sources 5° or 6° apart on the sky (Guirado et al. 1995a; Lara et al. 1996). In our present research we seek further improvement in this technique through using triplets of radio sources, which provide a closure constraint in the determination of relative angular positions. This constraint not only eases the resolution of the phase-cycle ambiguities (a major problem in the least-squares approach to astrometry with phase delays), but it also strongly constrains the space of allowable parameter values.

Constraint (information theory)PhysicsAngular distanceSkymedia_common.quotation_subjectVery-long-baseline interferometryClosure (topology)Phase (waves)ObservableAstrophysicsAstrometrymedia_common
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Regular and singular pulse and front solutions and possible isochronous behavior in the Extended-Reduced Ostrovsky Equation: Phase-plane, multi-infin…

2016

In this paper we employ three recent analytical approaches to investigate several classes of traveling wave solutions of the so-called extended-reduced Ostrovsky Equation (exROE). A recent extension of phase-plane analysis is first employed to show the existence of breaking kink wave solutions and smooth periodic wave (compacton) solutions. Next, smooth traveling waves are derived using a recent technique to derive convergent multi-infinite series solutions for the homoclinic orbits of the traveling-wave equations for the exROE equation. These correspond to pulse solutions respectively of the original PDEs. We perform many numerical tests in different parameter regime to pinpoint real saddl…

Control and OptimizationComputational MechanicsDiscrete Mathematics and CombinatoricsStatistical and Nonlinear PhysicsExtended-Reduced Ostrovsky Equation Traveling Waves Singular Solutions Homoclinic and Heteroclinic Orbits Variational Solitary Waves
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Time-harmonic solution for acousto-elastic interaction with controllability and spectral elements

2010

The classical way of solving the time-harmonic linear acousto-elastic wave problem is to discretize the equations with finite elements or finite differences. This approach leads to large-scale indefinite complex-valued linear systems. For these kinds of systems, it is difficult to construct efficient iterative solution methods. That is why we use an alternative approach and solve the time-harmonic problem by controlling the solution of the corresponding time dependent wave equation. In this paper, we use an unsymmetric formulation, where fluid-structure interaction is modeled as a coupling between pressure and displacement. The coupled problem is discretized in space domain with spectral el…

ControllabilityDiscretizationSpectral element methodfluid-structure interactionspectral element methodacoustic wavescoupled problemTime-harmonic solutioncontrollabilityConjugate gradient methodFluid-structure interactionTime domainCoupled problemMathematicsElastic wavesSpectral element methodelastic wavestime-harmonic solutionApplied MathematicsMathematical analysisLinear systemFinite differenceFinite element methodControllabilityComputational MathematicsAcoustic wavesConjugate gradient algorithmconjugate gradient algorithmJournal of Computational and Applied Mathematics
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<title>Correlation effects in the disordered ferroelectrics</title>

2003

ABSTRACT The calculation of the correlation radius distribution function is performed for the cases of undamped and overdamped softmode dispersion laws. Taking into account the correlation radius dependence on the random field and this field distribution function we carried out the theoretical calculation of the correlation radius distribution function dependence ontemperature, damping coefficient and random field distribution function parameters. It was shown that at temperaturehigher than Burns temperature Td the most probable value of the correlation radius is equal to its maximal valueindependently on the system disorder, while in the dipole glass state it is close to the minimal value …

Correlation function (statistical mechanics)DipoleRandom fieldDistribution functionField (physics)Condensed matter physicsChemistryRadiusPolarization (waves)Burns temperatureSPIE Proceedings
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Monte Carlo estimation of transverse and longitudinal correlation functions in the model

2010

Abstract Monte Carlo simulations of the three-dimensional O ( 4 ) model in the ordered phase are performed to study the Goldstone mode effects. Our data show a distinct scaling region, where the Fourier-transformed transverse correlation function behaves as ∝ k − λ ⊥ with λ ⊥ 2 ( λ ≃ 1.95 ), in disagreement with the standard theoretical prediction λ ⊥ = 2 .

CorrelationPhysicsTransverse planeCorrelation function (statistical mechanics)Condensed matter physicsQuantum Monte CarloQuantum electrodynamicsMonte Carlo methodPhase (waves)General Physics and AstronomyMonte carlo estimationScalingPhysics Letters A
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