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The results confirmed that n-type semiconducting behavior of the passive film is formed on the surface of 430 ferritic stainless steel after immersion in the alkaline solution.
We propose a seamless multiscale method which approximates the macroscopic behavior of the passive advection diffusion equations with steady incompressible velocity fields with multi-spatial scales.
Considering an earthquake with the possibility of site flooding, the analysis focuses on the behavior of the passive Reactor Cavity Cooling System following potential physical damage and system flooding.
In this paper, the variance decomposition method is adopted to identify key parameters which influence the uncertain behavior of the passive Residual Heat Removal system (RHRs) in the High Temperature Gas-Cooled Reactor (HTGR).
A modification of the point defect model (PDM) accounting for the formation of molecular hydrogen (blistering damage) is used to fit the experimental EIS diagrams, and obtain the kinetic parameters that best describe the semiconductive behavior of the passive films.
The outer layer with high valence cations is responsible for the dissolution behavior of the passive film, whereas the inner layer with doped oxides connects with the semiconductor properties.
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This paper describes a method to design mmW PAs, by modeling the electromagnetic behavior of all the passive structures and the layout interconnections using a 3D-EM solver.
The fundamental hypothesis was that the solute transport behavior of passive markers is the combination of convection (obtained using the velocity field from the LBM simulations) and diffusion (obtained from a mesoscopic MonteCarlo approach that simulates Brownian motion).
This raises the possibility that the QLV model and its descendants might be less than ideal to approximate the behavior of other passive biological materials as well.
This behavior indicates the robustness of the Passive System Identification attack in the face of the loss of samples.
This paper shows the main data used to model the thermal behavior of a passive house.
More suggestions(15)
behavior of the active
behavior of the positive
practices of the passive
behavior of the static
behavior of the negative
behavior of the whole
behavior of the young
behavior of the intestinal
behavior of the recycled
behavior of the theoretical
behavior of the past
behavior of the dissimilar
behavior of the closed
behavior of the combined
behavior of the giant
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