Search results for "bound"

showing 10 items of 2948 documents

Microstructure and mechanical effects of spark plasma sintering in alumina monolithic ceramics

2013

The specific effects of spark plasma sintering (SPS) on the creep behavior, microstructure and mechanical properties of alumina monolithic ceramic were investigated. SPS introduces strains that concentrate at grain boundaries and inhibit crack growth, resulting in an improvement in the flexural strength and fracture toughness. However, creep blocks grain boundary movements and decreases the reliability of the material. These strains can be removed by a post-sintering thermal treatment, which plays an important role in the distribution of dislocations.

CeramicsMaterials scienceSpark plasma sinteringDislocationsMechanical propertiesThermal treatmentFracture toughnessFlexural strengthCIENCIA DE LOS MATERIALES E INGENIERIA METALURGICAGeneral Materials ScienceCeramicComposite materialMechanical EngineeringfungiMetals and Alloystechnology industry and agriculturefood and beveragesCondensed Matter PhysicsMicrostructureequipment and suppliesCreepMechanics of Materialsvisual_artvisual_art.visual_art_mediumGrain boundaryHigh-temperature deformationTransmission electron microscopy
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On the Performance of Channel Assembling and Fragmentation in Cognitive Radio Networks

2014

[EN] Flexible channel allocation may be applied to multi-channel cognitive radio networks (CRNs) through either channel assembling (CA) or channel fragmentation (CF). While CA allows one secondary user (SU) occupy multiple channels when primary users (PUs) are absent, CF provides finer granularity for channel occupancy by allocating a portion of one channel to an SU flow. In this paper, we investigate the impact of CF together with CA for SU flows by proposing a channel access strategy which activates both CF and CA and correspondingly evaluating its performance. In addition, we also consider a novel scenario where CA is enabled for PU flows. The performance evaluation is conducted based on…

Channel allocation schemesComputer sciencebusiness.industryApplied MathematicsFragmentation (computing)INGENIERIA TELEMATICATopologyUpper and lower boundsComputer Science ApplicationsContinuous time Markov chain modelingMulti-channel cognitive radio networksChannel assemblingCognitive radioFlow (mathematics)Channel fragmentationPerformance evaluationElectrical and Electronic EngineeringbusinessCommunication channelComputer networkIEEE Transactions on Wireless Communications
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Thermomechanical effects in the flow of a fluid in porous media

2002

This paper deals with analysis, by methods of extended thermodynamics, of the thermomechanical effects which arise in the flow of a weakly viscous fluid in a porous medium. Under the hypothesis that the fluid fills all the interstices among the powder and that the size of the powder grains and of the interstices is much lower than a suitable characteristic length, linearized field equations are written, which include, in a natural way, terms which take into account the Dufour, Soret, and virtual mass effects. As a limiting case when the evolution time of the heat flux goes to infinite and no entropy flux is carried, the flow of liquid helium II in a porous medium is obtained.

Characteristic lengthThermodynamicsViscous liquidComputer Science ApplicationsPhysics::Fluid DynamicsHeat fluxModeling and SimulationMass transferModelling and SimulationHeat transferFluid dynamicsBoundary value problemPorous mediumMathematicsMathematical and Computer Modelling
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Numerical investigations of single mode gyrotron equation

2009

A stationary problem with the integral boundary condition arising in the mathematical modelling of a gyrotron is numerically investigated. The Chebyshev's polynomials of the second kind are used as the tool of calculations. The main result with physical meaning is the possibility to determine the maximal value of electrons efficiency. First published online: 14 Oct 2010

Chebyshev polynomialsMathematical analysisSingle-mode optical fiberElectronChebyshev filterfinite‐difference schemeslaw.inventionChebyshev's polynomials of the second kindlawModeling and SimulationGyrotronQA1-939Boundary value problemMathematicsAnalysismathematical modelling of gyrotronMathematicsMathematical Modelling and Analysis
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A True Extension of the Markov Inequality to Negative Random Variables

2020

The Markov inequality is a classical nice result in statistics that serves to demonstrate other important results as the Chebyshev inequality and the weak law of large numbers, and that has useful applications in the real world, when the random variable is unspecified, to know an upper bound for the probability that an variable differs from its expectation. However, the Markov inequality has one main flaw: its validity is limited to nonnegative random variables. In the very short note, we propose an extension of the Markov inequality to any non specified random variable. This result is completely new.

Chebyshev's inequalityLaw of large numbersComputingMethodologies_SYMBOLICANDALGEBRAICMANIPULATIONMarkov's inequalityMathematicsofComputing_NUMERICALANALYSISApplied mathematicsExtension (predicate logic)Random variableUpper and lower boundsMathematicsVariable (mathematics)SSRN Electronic Journal
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Eliminating Artificial Boundary Conditions in Time-Dependent Density Functional Theory Using Fourier Contour Deformation

2023

We present an efficient method for propagating the time-dependent Kohn-Sham equations in free space, based on the recently introduced Fourier contour deformation (FCD) approach. For potentials which are constant outside a bounded domain, FCD yields a high-order accurate numerical solution of the time-dependent Schrödinger equation directly in free space, without the need for artificial boundary conditions. Of the many existing artificial boundary condition schemes, FCD is most similar to an exact nonlocal transparent boundary condition, but it works directly on Cartesian grids in any dimension, and runs on top of the fast Fourier transform rather than fast algorithms for the application of …

Chemical Physics (physics.chem-ph)Physics - Chemical PhysicsFOS: MathematicsFOS: Physical sciencesTDDFT Open boundariesMathematics - Numerical AnalysisNumerical Analysis (math.NA)Computational Physics (physics.comp-ph)Physical and Theoretical ChemistryPhysics - Computational PhysicsSettore FIS/03 - Fisica Della MateriaComputer Science Applications
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Transport equations of electrodiffusion processes in the laboratory reference frame.

2006

The transport equations of electrodiffusion processes use three reference frames for defining the fluxes: Fick's reference in diffusion, solvent-fixed reference in transference numbers, and laboratory fluxes in electric conductivity. The convenience of using only one reference frame is analyzed here from the point of view of the thermodynamics of irreversible processes. A relation between the fluxes of ions and solvent and the electric current density is deduced first from a mass and volume balance. This is then used to show that (i) the laboratory and Fick's diffusion coefficients are identical and (ii) the transference numbers of both the solvent and the ion in the laboratory reference fr…

ChemistryBoundary (topology)ThermodynamicsMechanicsSurfaces Coatings and FilmsIonElectrical resistivity and conductivityMaterials ChemistryPhysical and Theoretical ChemistryElectric currentExperimental methodsDiffusion (business)Volume balanceReference frameThe journal of physical chemistry. B
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First-principles study of nitrogen doping in cubic and amorphous Ge2Sb2Te5

2011

We investigated the structural, electronic and vibrational properties of amorphous and cubic Ge(2)Sb(2)Te(5) doped with N at 4.2 at.% by means of large scale ab initio simulations. Nitrogen can be incorporated in molecular form in both the crystalline and amorphous phases at a moderate energy cost. In contrast, insertion of N in the atomic form is very energetically costly in the crystalline phase, though it is still possible in the amorphous phase. These results support the suggestion that N segregates at the grain boundaries during the crystallization of the amorphous phase, resulting in a reduction in size of the crystalline grains and an increased crystallization temperature.

ChemistryDopingAb initioCondensed Matter Physicslaw.inventionAmorphous solidCondensed Matter::Materials ScienceCrystallographyAmorphous carbonlawPhase (matter)PolyamorphismGeneral Materials ScienceGrain boundaryCrystallizationFIS/03 - FISICA DELLA MATERIAab-initio simulations phase change materialsJournal of Physics: Condensed Matter
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DSC study on hyaluronan drying and hydration

2011

Abstract The processes of hyaluronan (HYA) drying and hydration were studied using differential scanning calorimetry. In the first approach the isoconversional Kissinger–Akahita–Sunose (KAS) method was applied in order to determine actual activation energies of evaporation of pure water and water from concentrated HYA solutions. Since the evaporation is a single-step process, the activation energies for pure water provided results consistent with tabulated values of evaporation enthalpies. In the course of water evaporation from hyaluronan solution a break in increasing enthalpy followed by a decrease below 0.34 g of water per 1 g of HYA was observed. This result confirmed earlier observati…

ChemistryEnthalpySettore AGR/13 - Chimica AgrariaEvaporationThermodynamicsCondensed Matter PhysicsDSChyaluronanDifferential scanning calorimetryScientific methodFree waterBound waterThermal analysisPhysical and Theoretical ChemistryThermal analysisInstrumentationWater content
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Transfer coefficients for the liquid–vapor interface of a two-component mixture

2011

Abstract We present the excess entropy production for heat and mass transport across an interface of a non-ideal two-component mixture, using as interface variables the excess densities proposed by Gibbs. With the help of these variables we define the interface as an autonomous system in local equilibrium and study its transport properties. The entropy production determines the conjugate fluxes and forces, and equivalent forms are given. The forms contain finite differences of intensive variables into and across the surface as driving forces. These expressions for the fluxes serve as boundary conditions for integration across heterogeneous systems that are far from global equilibrium. The r…

ChemistryEntropy productionApplied MathematicsGeneral Chemical EngineeringEnthalpyFinite differenceThermodynamicsGeneral ChemistryIndustrial and Manufacturing EngineeringThermal conductivityMass transferHeat transferBoundary value problemOrder of magnitudeChemical Engineering Science
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