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To improve the measurement accuracy, Lei et al. (2010) improved the method by employing practically measured boundary condition instead of the pulse assumption, by an additional sensor close to the electrolyte injection location.
Two function forms, a Normal distribution function (Normal Model) and a Sine function (Sine Model) were suggested to approximate the measured boundary conditions.
In an earlier work by the authors, a method for conducting micromechanical simulations using measured boundary conditions thanks to Digital Volume Correlation (DVC) was proposed.
The measured boundary conditions are applied to realistically simulate the fluence/irradiance rate around the radiant source, in particular, in the zone closest to the radiant source.
However, the measured boundary condition is not the actual boundary condition, which may still cause errors in the measured velocities.
The measured boundary was found to be shifted greatly to the lower hydrogen content region as compared to that of palladium non-coated niobium membrane.
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For the case of assisting mixed convection copper deposition, the following local Sherwood number correlation was generated from experimentally measured boundary-layer thicknesses, Sh2.8M = Sh3N + Sh3F.
In order to estimate the spread of closure coefficients which reproduces these flows accurately, we perform 13 separate Bayesian calibrations – each at a different pressure gradient – using measured boundary-layer velocity profiles, and a statistical model containing a multiplicative model-inadequacy term in the solution space.
These instabilities are estimated in sup norm, which is the weakest norm to measure boundary layers in the inviscid limit.
Two benchmarks were used for the evaluation: the well-known Jaccard index for measuring object accuracy, and a new fuzzy metric, proposed in this paper, designed for measuring boundary accuracy.
Interfacial free volume is continuously measured during boundary deformation, and its evolution is investigated both prior to and during grain boundary dislocation nucleation.
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