Critical p H and Critical Current Density for Passivity in Metals
Critical p H and Critical Current Density for Passivity in Metals
复制标题
金属钝化的临界 p H 和临界电流密度
DOI:
10.1149/1.2428081
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发表时间:
1961
期刊:
影响因子:
--
通讯作者:
H. Uhlig
中科院分区:
文献类型:
--
作者:
H. Uhlig
Based on electrochemical mechanisms, an equation is derived for the relation of pH to the critical current density necessary to passivate metals: i (crit.) K (H+)~ where K and k are constants. Accordingly, a linear relation beween log i (crit.) and pH is observed for Cr, Ni and 14% Cr-Fe alloys. When passivity occurs by reason of dissolved oxygen, it is shown that i (crit.) usually equals the limiting diffusion current density for O~. A critical pH exists above which passivity is stable, but not below. This critical pH decreases linearly with the logarithm of dissolved O3 concentration. Calculated and observed values for the critical pH of 14% Cr-Fe alloy are in reasonable agreement. In absence of O~, passivity is achieved when the rate of reduction of H~ exceeds i (crit.). Metals in this category must have Flade potentials more active than the hydrogen electrode in the same solution. More active Flade potentials accompany greater thermodynamic stability of the passive film, accounting in part for greater resistance to breakdown of passivity by specific anions. Among the metals in this category achieving high corrosion resistance in deaerated acids are Ti, Ta, Zr, and Mo.Some metals with a pronounced tendency to corrode nevertheless react with their environment at a very low rate and are said to be passive. For certain metals, passivity results from exposure to air or to an oxidizing medium; for others passivity occurs in almost any aqueous solution. It is characteristic of passive metals, as presently considered, that their corrosion potentials in the passive state are more noble than their activation or Flade potentials, the latter marking the potential which divides the active from the passive region. The Flade potential of iron, for example, is determined empirically as the least noble value of the potential arrest just before spontaneous decay of passivity to the active state. In general, hydrogen ion activity is one of the variables in a given aqueous environment determining passivity, and a critical pH exists which marks the boundary between stable and unstable passivity. This concept was first discussed by Rocha and Lennartz (1) in connection with passivity in the Cr-Fe alloy system. The present paper deals with the relation of critical pH to Flade potential and the evaluation of critical pH from a knowledge of polarization and potential behavior.