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Simulation of Solution Chemistry in Crevice Corrosion for Stainless Steel

机译:不锈钢缝隙腐蚀中溶液化学的模拟

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The calculation model to simulate solution chemistry in crevice corrosion for stainless steel immersed in NaCl solution was studied by using mass transfer model and considering formation of complex ions. The calculation was conducted in consideration of metal ions complex ions, Cl~-, Na~+(i=5) and potential, φ. Distributions of concentrations of ions and electrode potential were obtained for Type 316 stainless steels in 3% NaCl solution at 80℃. It was confirmed that only the distribution of Cl~- ion depended on the ratio of t - t_1=[FeCl~+]/([Fe~(2+)]+[FeCl~+]), t_2=[CrCl~(2+)]/([Cr~(3+)]+[CrCl~(2+)]) - because the diffusion coefficient of Cl~-, D_4(Cl~-)=2×10~(-5)cm~2/s, is 4 times larger than those of metal and complex ions, for example D_1(Fe~(2+))=5×10~(-6)cm~2/s. For Cl~- ion, maximum value decreases down to 6.9mol/L from 10.2mol/L by considering complex ions. And almost all Fe and Cr form complex ions of FeCl~+and CrCl~(2+).
机译:利用传质模型并考虑了复合离子的形成,研究了模拟不锈钢在缝隙腐蚀下缝隙腐蚀过程中溶液化学性质的计算模型。计算是考虑到金属离子络合离子Cl〜-,Na〜+(i = 5)和电势φ进行的。在80%的3%NaCl溶液中,获得了316型不锈钢的离子浓度和电极电位分布。可以确定,只有Cl〜-的分布取决于t-t_1 = [FeCl〜+] /([Fe〜(2 +)] + [FeCl〜+]),t_2 = [CrCl〜( 2 +)] /([[Cr〜(3 +)] + [CrCl〜(2+)])-因为Cl〜-,D_4(Cl〜-)= 2×10〜(-5)cm的扩散系数〜2 / s是金属离子和复合离子的4倍,例如D_1(Fe〜(2 +))= 5×10〜(-6)cm〜2 / s。对于Cl-离子,考虑到复杂离子,最大值从10.2mol / L降至6.9mol / L。几乎所有的Fe和Cr都形成FeCl〜+和CrCl〜(2+)的配离子。

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