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Calculation of diffusion coefficients at any temperature and pressure from a single measurement. I. Self diffusion
101
Citations
28
References
1980
Year
EngineeringMechanical EngineeringExperimental ThermodynamicsPressure DependencePressure RangeSingle MeasurementNumerical SimulationTransport PhenomenaThermal AnalysisAnomalous DiffusionThermodynamicsThermal ConductionThermomechanical AnalysisMaterials SciencePhysicsDiffusion CoefficientsSolid MechanicsHeat TransferThermal Expansion CoefficientDiffusion ResistanceI. Self DiffusionNatural SciencesApplied PhysicsDiffusion ProcessDiffusion-based ModelingThermal EngineeringMechanics Of MaterialsThermal PropertyMultiscale Modeling
A method is proposed which permits the determination of the diffusion coefficient $D$ at any temperature and pressure when it is known for one single experimental situation. In order for the method to be applied, the thermal expansion coefficient and the elastic constants have to be known in the corresponding temperature and pressure range. The method gives good results for the temperature dependence of $D$ of Pb, Cu, Ag, K, and W. The pressure dependence can be checked only for Na because for other metals elastic data are not available at high temperatures under increased pressure.
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