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Self-healing effect of ceria electrodeposited thin films on stainless steel in aggressive 0.5 mol/L NaCl aqueous solution

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Journal of Rare Earths 2015年第11期33卷 1212-1227页

作者： Desislava Guergova Emilia Stoyanova Dimitar Stoychev Ivalina Avramova plamen stefanov "Rostislaw Kaischew" Institute of Physical Chemistry Bulgarian Academy of Sciences Institute of General and Inorganic Chemistry Bulgarian Academy of Sciences

The self-healing effect of electrochemically deposited CeO2-Ce2O3 films on stainless steel OC404（SS） in 0.5 mol/L NaCl solution was studied. It was established that the corrosion potential of the steel, after covering it with CeO2-Ce2O3 layer and thermal treatment（i.e. potential of the system CeO2-Ce2O3/SSt.t.）, was shifted sharply to a considerably more positive value, while the corrosion current was reduced noticeably. The X-ray photoelectron spectroscopy（XPS）, energy dispersive spectroscopy（EDS） and scanning electron microscopy（SEM） analyses on the observed scratched surface area of the system CeO2-Ce2O3/SSt.t., after exposure of investigated specimens to 0.5 mol/L NaCl corrosion media, showed partial accumulation of ceria, as well as remarkable increase in the concentrations of oxides of Al, Cr and Fe, on the mechanically revealed steel surface. On the basis of the obtained results one could conclude that the secondary passive oxide/hydroxide films, formed after a definite time interval of exposure to corrosion media, acted as barriers, hindering the corrosion processes in active zones. A hypothesis was put forward about the mechanism of self-repairing oxide layers on the steel surface and their corrosion protection effect respectively.

关键词： stainless steel ceria films corrosion self-healing effect rare earths

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Travel Time Tomography

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Acta Mathematica Sinica,English Series 2019年第6期35卷 1085-1114页

作者： plamen stefanov Gunther UHLMANN Andras VASY Hanming ZHOU Department of Mathematics Purdue University Department of Mathematics University of Washington Jockey Club Institute for Advanced Study HKUST Department of Mathematics Stanford University Department of Mathematics University of California Santa Barbara

We survey some results on travel time tomography. The question is whether we can determine the anisotropic index of refraction of a medium by measuring the travel times of waves going through the medium. This can be recast as geometry problems, the boundary rigidity problem and the lens rigidity problem. The boundary rigidity problem is whether we can determine a Riemannian metric of a compact Riemannian manifold with boundary by measuring the distance function between boundary points. The lens rigidity problem problem is to determine a Riemannian metric of a Riemannian manifold with boundary by measuring for every point and direction of entrance of a geodesic the point of exit and direction of exit and its length. The linearization of these two problems is tensor tomography. The question is whether one can determine a symmetric two-tensor from its integrals along geodesics. We emphasize recent results on boundary and lens rigidity and in tensor tomography in the partial data case, with further applications.

关键词： Travel time tomography boundary rigidity lens rigidity tensor tomography full data partial data

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