Search results for "Fick's laws of diffusion"

showing 10 items of 29 documents

Multiphysical Modeling of Transport Phenomena During Laser Welding of Dissimilar Steels

2016

Abstract The success of new high-strength steels allows attaining equivalent performances with lower thicknesses and significant weight reduction. The welding of new couples of steel grades requires development and control of joining processes. Thanks to high precision and good flexibility, laser welding became one of the most used processes for joining of dissimilar welded blanks. The prediction of the local chemical composition in the weld formed between dissimilar steels in function of the welding parameters is essential because the dilution rate and the distribution of alloying elements in the melted zone determines the final tensile strength of the weld. The goal of the present study i…

010302 applied physicsturbulent flowHeat-affected zoneMaterials scienceLaser beam weldingdissimilar materials02 engineering and technologyMechanicsWeldingPhysics and Astronomy(all)021001 nanoscience & nanotechnology01 natural sciencesFick's laws of diffusiontransport of specieslaw.inventionlaminar flowlaw0103 physical sciencesHeat transferWeld poolLaser weldingDiffusion (business)0210 nano-technologyTransport phenomenaPhysics Procedia
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The effect of microscale pore structure on matrix diffusion—a site-specific study on tonalite

1997

Abstract The matrix diffusion of non-sorbing tracers was studied in rocks from the Syyry area, Central Finland (SY1). The effect of alteration and weathering on rock matrix porosity and on the available pore space, which affects diffusivity, are discussed. The main rock type in the crystalline bedrock of Syyry is a slightly foliated, gray tonalite with mica gneiss inclusions as well as minor, more mafic inclusions. The total porosity and the spatial porosity distribution and microstructure of the rocks were investigated using infiltration of carbon- 14-methylmethacrylate, electron microscopy and Hg-porosimetry. The laboratory-scale diffusion experiments were performed using (1) the out-leac…

010504 meteorology & atmospheric sciencesMetamorphic rock0207 environmental engineeringMineralogy02 engineering and technologyengineering.material01 natural sciencesFick's laws of diffusionSilicateMatrix (geology)chemistry.chemical_compoundchemistryengineeringEnvironmental ChemistryPlagioclase020701 environmental engineeringPorosityBiotite0105 earth and related environmental sciencesWater Science and TechnologyGneissJournal of Contaminant Hydrology
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Diffusion of Oxygen through Cork Stopper: Is It a Knudsen or a Fickian Mechanism?

2014

International audience; The aim of this work is to identify which law governs oxygen transfer through cork: Knudsen or Fickian mechanism. This is important to better understand wine oxidation during post-bottling aging. Oxygen transfer through cork wafers is measured at 298 K using a manometric permeation technique. Depending on the mechanism, we can extract the transport coefficients. Increasing the initial pressure of oxygen from 50 to 800 hPa leads to a change in the values of the transport coefficients. This implies that oxygen transport through cork does not obey the Knudsen law. From these results, we conclude that the limiting step of oxygen transport through cork occurs in the cell …

Chemical PhenomenaDiffusionchemistry.chemical_elementThermodynamicsWineCorkengineering.materialOxygenPermeabilityQuercusactivation volume[CHIM]Chemical SciencesdiffusionFood PackagingOxygen transportGeneral ChemistryPermeationFick's laws of diffusionOxygenchemistryVolume (thermodynamics)oxygen transportengineeringThermodynamicspermeationGasesKnudsen numbercork stopperGeneral Agricultural and Biological SciencesOxidation-Reduction
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Computer Simulations for Polymer Dynamics

1991

In this paper we review recent work on the dynamics of polymeric systems using computer simulation methods. For a two-dimensional polymer melt, we show that the chains segregate and the dynamics can be described very well by the Rouse model. This simulation was carried out using the bond fluctuation Monte Carlo method. For three-dimensional (3d) melts and for the study of hydrodynamic effects, we use a molecular dynamics simulation. For 3d melts our results strongly support the concept of reptation. A detailed comparison to experiment shows that we can predict the time and length scales for the onset of reptation for a variety of polymeric liquids. For a single chain, we find the expected h…

Condensed Matter::Soft Condensed MatterPersistence lengthMean squared displacementQuantitative Biology::BiomoleculesWork (thermodynamics)ReptationMolecular dynamicsMaterials scienceMonte Carlo methodStatistical physicsScalingFick's laws of diffusion
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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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Testing Mode-Coupling Theory for a Supercooled Binary Lennard-Jones Mixture I: The van Hove Correlation Function

1995

We report the results of a large scale computer simulation of a binary supercooled Lennard-Jones liquid. We find that at low temperatures the curves for the mean squared displacement of a tagged particle for different temperatures fall onto a master curve when they are plotted versus rescaled time $tD(T)$, where $D(T)$ is the diffusion constant. The time range for which these curves follow the master curve is identified with the $\alpha$-relaxation regime of mode-coupling theory (MCT). This master curve is fitted well by a functional form suggested by MCT. In accordance with idealized MCT, $D(T)$ shows a power-law behavior at low temperatures. The critical temperature of this power-law is t…

Condensed matter physicsCondensed Matter (cond-mat)FOS: Physical sciencesThermodynamicsCondensed MatterPower lawFick's laws of diffusionMean squared displacementCondensed Matter::Soft Condensed MatterCorrelation function (statistical mechanics)AmplitudeMode couplingRelaxation (physics)Critical exponentMathematics
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Anomalous tracer diffusion in film forming colloidal dispersions

2000

Film forming colloidal dispersions can be conceived as a material composed of interpenetrating hydrophobic (polymer) and hydrophilic (partially broken interfaces) phases where the transport properties of one phase are influenced by the geometric confinement effect imposed by the other. We studied the transport properties of film forming colloidal dispersions by introducing hydrophobic dye molecules into the colloidal particles and determining their motion with forced Rayleigh Scattering as a function of length scale (grating distance A) and water content. At water contents between 18 and 3 weight percent we find signatures of anomalous tracer diffusion, namely stretched exponential decay cu…

Length scaleMaterials scienceAnomalous diffusionRelaxation (NMR)General Physics and AstronomyFick's laws of diffusionsymbols.namesakeChemical physicsPhase (matter)Polymer chemistrysymbolsDiffusion (business)Exponential decayRayleigh scatteringLe Journal de Physique IV
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Computer Simulations of the Dynamics of Amorphous Silica

1999

We present the results of a large scale computer simulation we performed to investigate the dynamical properties of supercooled silica. We show that parallel supercomputers such as the CRAY-T3E are very well suited to solve these type of problems. We find that at low temperatures the transport properties such as the diffusion constants and the viscosity agree well with the experimental data. At high temperatures this simulation predicts that in the transport quantities significant deviations from the Arrhenius law should be observed. Finally we show that such types of simulations can be used to investigate also complex dynamical quantities, such as the dynamical structure factor, and that t…

Mean squared displacementArrhenius equationViscositysymbols.namesakeMaterials scienceScale (ratio)symbolsStatistical physicsDiffusion (business)SupercoolingStructure factorFick's laws of diffusion
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Fick diffusion coefficients of liquid mixtures directly obtained from equilibrium molecular dynamics.

2011

A methodology for computing Fick diffusivities directly from equilibrium molecular dynamics (MD) simulations is presented and validated for acetone-methanol and acetone-tetrachloromethane liquid mixtures. Fick diffusivities are obtained from Maxwell-Stefan (MS) diffusivities and the so-called thermodynamic factor. MS diffusivities describe the friction between different components, while the thermodynamic factor is the concentration derivative of the activity describing the deviation from ideal mixing behavior. It is important to note that all mutual diffusion experiments measure Fick diffusion coefficients, while molecular simulation provides MS diffusivities. The required thermodynamic fa…

Molecular dynamicsChemistryDiffusionMaterials ChemistryMixing (process engineering)ThermodynamicsMolecular simulationDerivativePhysical and Theoretical ChemistryMeasure (mathematics)Fick's laws of diffusionSurfaces Coatings and FilmsThe journal of physical chemistry. B
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Dynamics of a Supercooled Lennard-Jones System: Qualitative and Quantitative Tests of Mode-Coupling Theory

1996

We present the results of a molecular dynamics computer simulation of a supercooled binary Lennard-Jones mixture. By investigating the temperature dependence of the diffusion constant and of the intermediate scattering function, we show that the ideal version of the mode-coupling theory of the glass transition is able to give a good qualitative description of the dynamics of this system. Using the partial structure factors, as determined from the simulation, as input, we solve the mode-coupling equations in the long time limit. From the comparison of the prediction of the theory for the critical temperature, the exponent parameter, the wave-vector dependence of the nonergodicity parameters …

Molecular dynamicsMaterials scienceMode couplingExponentBinary numberIdeal (order theory)Statistical physicsGlass transitionSupercoolingFick's laws of diffusionMRS Proceedings
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