Search results for "NICS"

showing 10 items of 15025 documents

On Stability of a Concentrated Fiber Suspension Flow

2014

Linear stability analysis of a fiber suspension flow in a channel domain is performed using a modified Folgar-Tucker equation. Two kinds of potential instability are identified: one is associated with overcritical Reynolds number and another is associated with certain perturbations in fiber orientation field and is present for any Reynolds numbers. The second type of instability leads to initially growing transient perturbations in the microstructure. It is shown that both types of instability lead to instability of the bulk velocity field. As for the perturbed Orr-Sommerfeld eigenvalues, the presence of fibers increases the stability region; the stability region increases with growing C i …

symbols.namesakeMaterials scienceField (physics)Flow (psychology)symbolsReynolds numberMechanicsTransient (oscillation)MicrostructureStability (probability)InstabilityEigenvalues and eigenvectors
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Vibrational properties of semiconductor nanowires and nanowire heterostructures: ensembles and single nanowires

2013

symbols.namesakeMaterials scienceSemiconductorbusiness.industryNanowiresymbolsOptoelectronicsGeneral Materials ScienceHeterojunctionCondensed Matter PhysicsbusinessRaman scatteringphysica status solidi (RRL) - Rapid Research Letters
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<title>Electrochromism of W-oxide-based films: some theoretical and experimental results</title>

1995

We survey some recent work related to electrochromic W-oxide-based thin films. The electronic structure of cubic (perovskite) WO3 and HWO3 was calculated from first principles. It was found, among other things, that hydroxide formation was energetically favored. Experimental studies were made on films prepared by reactive magnetron sputtering in Ar + O2 with and without CF4 addition and substrate bias. Structural studies by atomic force microscopy, x-ray diffraction, infrared reflectance spectroscopy, and Raman spectroscopy indicated that the electron bombardment associated with a positive substrate bias led to grain growth and partial crystallization while maintaining a high density of W e…

symbols.namesakeMaterials scienceSputteringScanning electron microscopeElectrochromismAnalytical chemistrysymbolsSubstrate (electronics)Thin filmSputter depositionRaman spectroscopyPerovskite (structure)SPIE Proceedings
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Theoretical investigation of the electronic structure of fullerenes

1994

Summary form only given. Research in the growing family of fullerene compounds are in continuous expansion. Much theoretical and experimental effort has been devoted to the study of the electronic properties these carbon cages present. However, although significant work has been done, the purpose of this paper is to provide a detailed theoretical analysis of the electronic properties of several fullerenes. We have calculated the electronic structure of these carbon cages within the valence effective Hamiltonian (VEH) approach. The calculated one-electron energy levels are correlated with experimental UPS spectra. The good correlation between calculated and experimental values shows VEH appr…

symbols.namesakeMaterials scienceValence (chemistry)FullereneCondensed matter physicsPhononPhysics::Atomic and Molecular ClusterssymbolsElectronic structureHamiltonian (quantum mechanics)Spectral lineComputational physicsElectronic propertiesInternational Conference on Science and Technology of Synthetic Metals
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Bounds for Bessel functions

1989

We establish lower and upper bounds for the Bessel functionJ v (x) and the modified Bessel functionI v(x) of the first kind. Our chief tool is the differential equation satisfied by these functions.

symbols.namesakeParticle in a spherically symmetric potentialCylindrical harmonicsBessel processGeneral MathematicsMathematical analysisBessel polynomialsStruve functionsymbolsBessel's inequalityBessel functionLommel functionMathematicsRendiconti del Circolo Matematico di Palermo
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On the fractional integral of Weyl inL p

1994

symbols.namesakePure mathematicsGeneral MathematicsMathematical analysissymbolsBanach spaceRiemann integralRiemann–Stieltjes integralDaniell integralFractional quantum mechanicsFourier integral operatorMathematicsFractional calculusMathematische Zeitschrift
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Abelian Integrals: From the Tangential 16th Hilbert Problem to the Spherical Pendulum

2016

In this chapter we deal with abelian integrals. They play a key role in the infinitesimal version of the 16th Hilbert problem. Recall that 16th Hilbert problem and its ramifications is one of the principal research subject of Christiane Rousseau and of the first author. We recall briefly the definition and explain the role of abelian integrals in 16th Hilbert problem. We also give a simple well-known proof of a property of abelian integrals. The reason for presenting it here is that it serves as a model for more complicated and more original treatment of abelian integrals in the study of Hamiltonian monodromy of fully integrable systems, which is the main subject of this chapter. We treat i…

symbols.namesakePure mathematicsIntegrable systemMonodromyInfinitesimalSlater integralsSpherical pendulumsymbolsAbelian groupHamiltonian (quantum mechanics)Mathematics
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Deformed Canonical (anti-)commutation relations and non-self-adjoint hamiltonians

2015

symbols.namesakeQuantum mechanicssymbolsHamiltonian (quantum mechanics)Self-adjoint operatorHarmonic oscillatorMathematicsMathematical physics
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Effect of Fe-incorporation on Structural and Optoelectronic Properties of Spin Coated p/n Type ZnO Thin Films

2020

symbols.namesakeRadiationMaterials sciencebusiness.industrysymbolsOptoelectronicsGeneral Materials ScienceThin filmCondensed Matter PhysicsbusinessSpin (physics)Raman scatteringJournal of Nano- and Electronic Physics
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Computing the Trace

2001

So far we have been interested in the general expression for the WKB-propagation function. Now we turn our attention to the trace of that propagator, since we want to exhibit the energy eigenvalues of a given potential. From earlier discussions we know that the energy levels of a given Hamiltonian are provided by the poles of the Green’s function:

symbols.namesakeTheoretical physicsComputer sciencesymbolsPropagatorStationary phase approximationGeneral expressionHamiltonian (quantum mechanics)Eigenvalues and eigenvectors
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