Search results for "value"

showing 10 items of 5321 documents

Direct observation of a buckling transition during the formation of thin colloidal crystals

2007

We have investigated a colloidal suspension in a thin wedge formed by two glass plates in the presence of a lateral pressure. Starting with a single hexagonal layer, with increasing separation between the glass plates additional layers are added. This process is accompanied by a number of structural transitions necessary to maintain a high packing fraction under the given boundary conditions. Besides the well-known sequence of hexagonal and quadratic phases, we observe two new phases which are identified with the buckling and the rhombic phase recently predicted by other authors.

Condensed Matter::Soft Condensed MatterPhase transitionCrystallographyColloidMaterials sciencegenetic structuresBucklingDirect observationBoundary value problemColloidal crystalComposite materialAtomic packing factorWedge (geometry)
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Phase transitions in polymer blends and block copolymer melts: Some recent developments

2005

The classical concepts about unmixing of polymer blends (Flory-Huggins theory) and about mesophase ordering in block copolymers (Leibler's theory) are briefly reviewed and their validity is discussed in the light of recent experiments, computer simulations and other theoretical concepts. It is emphasized that close to the critical point of unmixing non-classical critical exponents of the Ising universality class are observed, in contrast to the classical mean-field exponents implied by the Flory-Huggins theory. The temperature range of this non-mean-field behavior can be understood by Ginzburg criteria. The latter are also useful to discuss the conditions under which the linearized (Cahn-li…

Condensed Matter::Soft Condensed MatterPhysicsPhase transitionSpinodal decompositionCritical point (thermodynamics)Polymer chemistryThermodynamicsIsing modelRenormalization groupRandom phase approximationCritical valueCritical exponent
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A New Colloid Model for Dissipative-Particle-Dynamics Simulations

2016

We propose a new model to simulate spherical colloids. This is a mesoscopic method based on the dissipative particle dynamics. The colloid is represented by a large spherical bead, and its surface interacts with the solvent beads through a pair of dissipative and stochastic forces. This new model extends the tunable-slip boundary condition [Eur. Phys. J. E 26, 115 (2008)] from planar surfaces to curved geometry, thus allows one to study colloids with slippery surfaces. Simulation results show good agreement with the prediction of hydrodynamic theories, indicating the hydrodynamic interactions are properly accounted in our new model.

Condensed Matter::Soft Condensed MatterPhysicsSurface (mathematics)ColloidMesoscopic physicsPlanarClassical mechanicsDissipative particle dynamicsDissipative systemBoundary value problemFick's laws of diffusion
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Spinodal Decomposition Kinetics of Colloid-Polymer Mixtures Including Hydrodynamic Interactions

2012

The phase separation dynamics of a model colloid-polymer mixture is studied by taking explicitly the hydrodynamic interactions caused by the solvent into account. Based on the studies on equilibrium phase behavior we perform a volume quench from the homogeneous region of the phase diagram deep into the region where colloid-rich and polymer-rich phases coexist. We demonstrate that the Multiparticle Collision Dynamics (MPCD) algorithm is well suited to study spinodal decomposition and present first results on the domain growth behavior of colloid-polymer mixtures in quasi two-dimensional confinement. On the one hand side we find that the boundary condition of the solvent with respect to the r…

Condensed Matter::Soft Condensed MatterSolventchemistry.chemical_classificationColloidMaterials sciencechemistryChemical physicsSpinodal decompositionKineticsBoundary value problemWettingPolymerPhase diagram
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El papel de la confianza, la imagen y los valores compartidos en la creación de valor y lealtad: aplicación a la relación egresado-universidad

2014

ResumenEl presente estudio plantea una aplicación del marketing de relaciones en el ámbito de la educación superior, específicamente la relación egresado-universidad. El modelo propuesto aporta variables poco estudiadas en este ámbito y tiene como objetivo estudiar el papel de la confianza en la relación egresado-universidad, sus posibles antecedentes y sus consecuencias. Los resultados muestran cómo la imagen de la universidad, la satisfacción y los valores compartidos de los egresados influyen positivamente en la confianza, la cual, a su vez, afecta al valor percibido y a los niveles de lealtad. Las conclusiones e implicaciones aportan conocimientos innovadores con relación al mantenimien…

ConfianzaLoyaltyUniversity-graduate relationshipLealtadValores compartidosShared valuesGeneral Earth and Planetary SciencesRelación egresado-universidadTrustGeneral Environmental ScienceRevista Española de Investigación en Marketing ESIC
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Perspectives of operation of the Tajo-Segura Transfer (Spain): new rules of operation and the impulse of the desalination as replacement resource

2018

El Trasvase Tajo-Segura se ha convertido desde su inauguración en 1979 en una de las infraestructuras hidráulicas que más tensiones interterritoriales ha originado en España. A ello se une su valor estratégico para el desarrollo de las provincias del sureste peninsular, donde atiende consumos agrícolas y urbano-turísticos con grandes implicaciones sociales y económicas. El objetivo de este trabajo es analizar las causas y las consecuencias del funcionamiento del Trasvase Tajo-Segura con la reciente modificación de sus normas de explotación (límite de no trasvase cuando en los embalses de cabecera almacenen menos de 400 hm3) y el impulso de la desalinización en la cuenca receptora como susti…

ConflictosConflict010504 meteorology & atmospheric sciencesEspaña0208 environmental biotechnologyGeography Planning and Development02 engineering and technologyDesalinizaciónEnvironmental Science (miscellaneous)Tagus-Segura transfer01 natural sciencesDesalinationWater consumptionEconomicsGE1-3500105 earth and related environmental sciencesEarth-Surface ProcessesGeography (General)Trasvase Tajo-SeguraDesalinationbusiness.industryWelfare economicsWaterAgua020801 environmental engineeringEnvironmental sciencesUrban StudiesPlanningSpainAgricultureAnálisis Geográfico RegionalValue (economics)G1-922PlanificaciónbusinessBoletín de la Asociación de Geógrafos Españoles
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On the Robust Synthesis of Logical Consensus Algorithms for Distributed Intrusion Detection

2013

We introduce a novel consensus mechanism by which the agents of a network can reach an agreement on the value of a shared logical vector function depending on binary input events. Based on results on the convergence of finite--state iteration systems, we provide a technique to design logical consensus systems that minimize the number of messages to be exchanged and the number of steps before consensus is reached, and that can tolerate a bounded number of failed or malicious agents. We provide sufficient joint conditions on the input visibility and the communication topology for the method's applicability. We describe the application of our method to two distributed network intrusion detecti…

Consensus algorithmTheoretical computer scienceComputer scienceDistributed computingVisibility (geometry)Binary numberValue (computer science)Topology (electrical circuits)Computer Science::Multiagent SystemsSettore ING-INF/04 - AutomaticaControl and Systems EngineeringConsensus distributed algorithms intrusion detection security.Bounded functionConvergence (routing)Electrical and Electronic EngineeringVector-valued function
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High Order Extrapolation Techniques for WENO Finite-Difference Schemes Applied to NACA Airfoil Profiles

2017

Finite-difference WENO schemes are capable of approximating accurately and efficiently weak solutions of hyperbolic conservation laws. In this context high order numerical boundary conditions have been proven to increase significantly the resolution of the numerical solutions. In this paper a finite-difference WENO scheme is combined with a high order boundary extrapolation technique at ghost cells to solve problems involving NACA airfoil profiles. The results obtained are comparable with those obtained through other techniques involving unstructured meshes.

Conservation lawExtrapolationFinite differenceBoundary (topology)Context (language use)010103 numerical & computational mathematics01 natural sciencesNACA airfoil010101 applied mathematicsApplied mathematicsPolygon meshBoundary value problem0101 mathematicsMathematics
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On the hyperbolicity of certain models of polydisperse sedimentation

2012

The sedimentation of a polydisperse suspension of small spherical particles dispersed in a viscous fluid, where particles belong to N species differing in size, can be described by a strongly coupled system of N scalar, nonlinear first-order conservation laws for the evolution of the volume fractions. The hyperbolicity of this system is a property of theoretical importance because it limits the range of validity of the model and is of practical interest for the implementation of numerical methods. The present work, which extends the results of R. Burger, R. Donat, P. Mulet, and C.A. Vega (SIAM Journal on Applied Mathematics 2010; 70:2186–2213), is focused on the fluxes corresponding to the …

Conservation lawGeneral MathematicsNumerical analysisMathematical analysisGeneral EngineeringRational functionNonlinear systemsymbols.namesakeLinear algebraDiagonal matrixJacobian matrix and determinantsymbolsEigenvalues and eigenvectorsMathematics
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Large time behavior for a porous medium equation in a nonhomogeneous medium with critical density

2014

Abstract We study the large time behavior of solutions to the Cauchy problem for the porous medium equation in nonhomogeneous media with critical singular density | x | − 2 ∂ t u = Δ u m , in R N × ( 0 , ∞ ) , where m > 1 and N ≥ 3 , with nonnegative initial condition u ( x , 0 ) = u 0 ( x ) ≥ 0 . The asymptotic behavior proves to have some interesting and striking properties. We show that there are different asymptotic profiles for the solutions, depending on whether the continuous initial data u 0 vanishes at x = 0 or not. Moreover, when u 0 ( 0 ) = 0 , we show the convergence towards a peak-type profile presenting a jump discontinuity, coming from an interesting asymptotic simplification…

Conservation lawSingularityApplied MathematicsMathematical analysisConvergence (routing)Initial value problemScale (descriptive set theory)Limit (mathematics)Classification of discontinuitiesPorous mediumAnalysisMathematicsNonlinear Analysis: Theory, Methods & Applications
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