Search results for "DISTORTION"

showing 10 items of 309 documents

The hyperfine structure in the rotational spectra of bromofluoromethane: Lamb-dip technique and quantum-chemical calculations

2008

International audience; The hyperfine structure in the rotational spectra of six isotopic species of bromofluoromethane, namely CH2{79}BrF, CH2{81}BrF, CDH{79}BrF, CDH{81}BrF, CD2{79}BrF, and CD2{81}BrF, has been investigated using the Lamb-dip technique in the submillimeter-wave frequency range. Measurements as well as assignment procedures have been supported by high-level quantum-chemical calculations of the hyperfine parameters at the coupled-cluster level. For all species, the accuracy of the determined rotational and centrifugal distortion constants as well as the bromine quadrupole-coupling constants have been improved with respect to available literature data, whereas the full bromi…

Bromine010304 chemical physicsBromofluoromethaneBiophysicschemistry.chemical_element010402 general chemistryCondensed Matter Physics01 natural sciencesSpectral line0104 chemical scienceschemistry.chemical_compoundchemistryDistortion0103 physical sciencesPhysical SciencesIsotopologuePhysics::Atomic PhysicsTensorPhysical and Theoretical ChemistryAtomic physicsRelativistic quantum chemistryMolecular BiologyHyperfine structure
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Shaping of a ground state rotational wavepacket by frequency-chirped pulses

2001

0953-4075; A coherent rotational superposition state is produced in the ground vibronic level of N2 through the interaction of the molecule with the electric field vector of a nonresonant laser pulse. This rotational wavepacket is shaped with a linear frequency chirp of the laser field. The structural shape of the rotational coherences shows a strong dependence with the frequency-chirp amplitude. A comparison with a theoretical model allows the interpretation of the observed effects in terms of dephasing of the wavepacket induced by the laser phase distortion. Application of the presented results to the phase characterization of short XUV pulses is suggested.

CONTROLDephasingPhase (waves)Physics::Opticslaw.inventionCOHERENTSuperposition principleINDUCED POLARIZATION SPECTROSCOPYlawPhysics::Atomic and Molecular ClustersChirpPhysics::Atomic PhysicsFIELDFEMTOSECOND LASER-PULSESINTERFERENCEPhysicsPhase distortionPHOTODISSOCIATIONCondensed Matter PhysicsLaserEVOLUTIONN-2Atomic and Molecular Physics and OpticsAmplitudeAtomic physicsGround stateJournal of Physics B: Atomic, Molecular and Optical Physics
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A Simulation Model of a Tandem Coordinated Supply Chain

2010

This paper presents a study of a coordinated production inventory-system. In the proposed model, any echelon considers its successors as part of its inventory system and generates the replenishment order on the basis of operational information of its partners. We show that the coordinated decision making allows elimination of information distortion along the chain. Furthermore, we show how the bottom-up transmission of inefficiencies, typical of traditional supply chains, is avoided.

Chain (algebraic topology)Transmission (telecommunications)Operations researchOrder (exchange)Supply chainBullwhip effectEconomicsContinuous simulationProduction (economics)Distortion (economics)SSRN Electronic Journal
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Anomalous High-Pressure Jahn-Teller Behavior inCuWO4

2012

High-pressure optical-absorption measurements performed in CuWO4 up to 20 GPa provide experimental evidence of the persistence of the Jahn-Teller (JT) distortion in the whole pressure range both in the low-pressure triclinic and in the highpressure monoclinic phase. The electron-lattice coupling associated with the eg(Exe) and t2g(Txe) orbitals of Cu2+ in CuWO4 are obtained from correlations between the JT distortion of the CuO6 octahedron and the associated structure of Cu2+ d-electronic levels. This distortion and its associated JT energy (EJT) decrease upon compression in both phases. However, both the distortion and associated EJT increase sharply at the phase transition pressure (PT = …

Chemical Physics (physics.chem-ph)Condensed Matter - Materials ScienceMaterials scienceStrongly Correlated Electrons (cond-mat.str-el)Condensed matter physicsJahn–Teller effectMaterials Science (cond-mat.mtrl-sci)FOS: Physical sciencesGeneral Physics and AstronomyTriclinic crystal systemCondensed Matter - Strongly Correlated ElectronsAtomic orbitalOctahedronPhysics - Chemical PhysicsDistortionPhase (matter)MultiferroicsMonoclinic crystal systemPhysical Review Letters
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Primary- and secondary-octahedral distortion factors in bis(1,4-H2-1,2,4-triazolium) pentabromidoantimonate(III) –1,4-H2-1,2,4-triazolium bromide

2015

Abstract The analysis of octahedral distortion in the structure of inorganic–organic (C2H4N3)2[SbBr5]·(C2H4N3)Br (BTPTB) bromidoantimonate(III) determined at 295 and 85 K, supported by the Hirshfeld surface analysis and the data retrieved from the Cambridge Structural Database, is presented. The anionic substructure of BTPTB is built from distorted [SbBr6]3− octahedra that are connected by the cis corners forming polymeric one-dimensional [{SbBr5}n]2n− zig-zag chains running parallel to the a axis and isolated Br− ions. The organic substructure consists of the fully ordered 1,4-H2-1,2,4-triazolium cations. The oppositely charged substructures are linked by the system of N(C)–H⋯Br hydrogen b…

ChemistryHydrogen bondIonHybrid materials; Octahedral distortion; Hirshfeld surface analysis; Distortion parameters; Hydrogen bondingInorganic Chemistrychemistry.chemical_compoundCrystallographyOctahedronBromideDistortionOctahedral molecular geometryMaterials ChemistrySubstructurePhysical and Theoretical ChemistryHybrid materialPolyhedron
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Lattice distortion of hcp solid helium under pressure

2009

The lattice distortion of hcp solid He under pressure is calculated using semiempirical and first-principle approaches. While three-body forces tend to flatten the lattice at all compressions, the effect of pair forces changes from the flattening at small compression to elongation at large one. At large compressions, the lattice distortion due to the triple forces is more than twice as large as those due to pair forces and the lattice is slightly flattened. First-principles results show that over approximately fivefold compressions higher-order, many-body forces become important.

Classical mechanicsMaterials scienceCondensed matter physicschemistryLattice (order)Lattice distortionchemistry.chemical_elementElongationCondensed Matter PhysicsFlatteningHeliumElectronic Optical and Magnetic MaterialsPhysical Review B
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Mappings of finite distortion: discreteness and openness for quasi-light mappings

2005

Abstract Let f ∈ W 1 , n ( Ω , R n ) be a continuous mapping so that the components of the preimage of each y ∈ R n are compact. We show that f is open and discrete if | D f ( x ) | n ⩽ K ( x ) J f ( x ) a.e. where K ( x ) ⩾ 1 and K n − 1 / Φ ( log ( e + K ) ) ∈ L 1 ( Ω ) for a function Φ that satisfies ∫ 1 ∞ 1 / Φ ( t ) d t = ∞ and some technical conditions. This divergence condition on Φ is shown to be sharp.

CombinatoricsDistortion (mathematics)Open mappingApplied MathematicsHausdorff dimensionMathematical analysisFunction (mathematics)Mathematical PhysicsAnalysisMathematicsAnnales de l'Institut Henri Poincaré C, Analyse non linéaire
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Old and New on the Quasihyperbolic Metric

1998

Let D be a proper subdomain of \( {\mathbb{R}^d}\). Following Gehring and Palka [GP] we define the quasihyperbolic distance between a pair x 1, x 2 of points in D as the infimum of \( {\smallint _\gamma }\frac{{ds}}{{D\left( {x,\partial D} \right)}}\) over all rectifiable curves γ joining x 1, x 2 in D. We denote the quasihyperbolic distance between x 1, x 2 by k D (x 1, x 2). As pointed out by Gehring and Osgood [GO], x 1 and x 2 can be joined by a quasihyperbolic geodesic; also see [Mr]. The quasihyperbolic metric is comparable to the usual hyperbolic metric in a simply connected plane domain by the Koebe distortion theorem. For a multiply connected plane domain D these two metrics are co…

CombinatoricsDistortion (mathematics)Quasiconformal mappingGeodesicHausdorff dimensionMetric (mathematics)Simply connected spaceBoundary (topology)Domain (mathematical analysis)Mathematics
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Absolute continuity of mappings with finite geometric distortion

2015

Suppose that ⊂ R n is a domain with n ≥ 2. We show that a continuous, sense-preserving, open and discrete mapping of finite geometric outer distortion with KO(·,f) ∈ L 1/(n 1) loc () is absolutely continuous on almost every line parallel to the coordinate axes. Moreover, if U ⊂ is an open set with N(f,U) 0 depends only on n and on the maximum multiplicity N(f,U).

Combinatoricsmappings of finite distortionGeneral Mathematicsta111Mathematical analysisOpen setA domainMultiplicity (mathematics)Absolute continuitymoduli inequalitiesGeometric distortionq-mappingsMathematicsAnnales Academiae Scientiarum Fennicae Mathematica
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The Mona Lisa effect: Testing the limits of perceptual robustness vis-à-vis slanted images

2014

We report three experiments that test the limits of the Mona Lisa effect. The gaze of a portrait that is looking at us appears to follow us around as we move with respect to the picture. Even if our position is shifted considerably to the side, or if the picture is severely slanted, do we feel the gaze to be directed at us? We determined the threshold where this effect breaks down to be maximally 70? of picture slant relative to the observer. Different factors modulate this remarkable robustness, among them being the display medium and the nature of the picture. The threshold was considerably lower when the picture was mounted on a physical surface as opposed to a computer simulation of sla…

CommunicationComputer sciencebusiness.industrymedia_common.quotation_subjectlcsh:BF1-990Observer (special relativity)GazePerspective distortionnemalcsh:PsychologyPerceptionComputer visionArtificial intelligencebusinessMona lisaGeneral Psychologymedia_commonPsihologija
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