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Rate of Fe

Fig. 2.1 Corrosion rate of Fe-18Cr-8Ni as a function of sulphuric acid concentration (20°C)... Fig. 2.1 Corrosion rate of Fe-18Cr-8Ni as a function of sulphuric acid concentration (20°C)...
Nickel-iron alloys fully immersed in sea-water may suffer localised corrosion which can be severe under conditions where oxygen is constantly renewed at the surface and the formation of protective corrosion products is hindered, e.g. in fully-aerated flowing sea-water. In quieter, less oxygenated conditions, average corrosion rates of Fe-36Ni are low and well below those for mild steel, as exemplified in the data given in Table 3.33 . However the resistance to localised attack is not improved to the same extent. [Pg.579]

Him, and this assumption is supported by the fact that the highest rates of attack are associated with hot dilute solutions. The curve prepared by the former Ministry of Supply Advisory Panel to indicate the regions of acid concentration and temperature in which the corrosion rate of Fe-14-5 Si is less than 0-1 mm/y is shown in Fig. 3.66. Fontana has published a similar curve which is at variance with that produced in the UK for concentrations of less than 30%, as shown by the dotted line in Fig. 3.66. [Pg.629]

For monochromatic illumination of constant intensity, the rate of Fe(II)aq production can be formulated as ... [Pg.435]

Rates of ligand exchange depend quite strongly on the coordina-tive environment of the metal center. The water exchange rate of Fe(H2O)5(OH)is almost three orders of magnitude higher than that of Fe(H20)g+, and follows a dissociative, rather than an associative exchange mechanism (20). Fe(1120)5(OH)has also been shown to form inner-sphere complexes with phenols (27), catechols (28), and a-hydroxycarboxylic acids (29) much more quickly than Fe(H20) +. The mechanism for complex formation with phenolate anion (A-) is shown below (27) ... [Pg.454]

Equations (6)-(8) predict that the proportions of Fe(II)aq, FefTII), and FefOHfjfs) will change over time. However, if the rate of Fe isotope exchange is rapid between, for example, Fe(II)aq and FefTII), Fe isotope equilibrium may still be maintained between aqueous Fe species, and this may be evaluated through comparison of the residence time of FefTII) relative to the time required to attain isotopic equilibrium between Fe(II)aq and Feflll), . The residence time (r) of Fe(III)jqmay be defined as ... [Pg.330]

Although under chemolithoautotrophic growth conditions, cell densities of only 3-5 x 10 cells per milliliter were observed, the specific rate of Fe(III) reduced per cell unit was about 10 times faster than what had been published for any other Fe(lll) reducer. This strengthens the hypothesis that microbially mediated Fe(III) reduction by obligately anaerobic thermophiles could have been an important process on early Earth, when elevated temperatures were predominant (Baross 1998 Kashefi and Lovley 2000), which includes the involvement in the formation of specific Banded Iron Formations. In light of the properties of the above Fe(lll) reducers, the theories on the origin and biogeochemistry of Banded Iron Formations should be revisited. [Pg.248]

The calculations in Section 6.2 indicate that the root system as a whole can sustain considerable rates of O2 loss to the rhizosphere without compromising their internal O2 requirements. The standard O2 flux in the calculations in Section 6.2 was 0.5 nmol dm (root) s for the parts releasing O2. For rice roots grown in soil, Begg etal. (1994) obtained values of 0.1-1.2nmol dm (root) s from rates of Fe + oxidation and Fe(III) accumulation near planar layers of rice roots in anaerobic soil, and Kirk and Bajita (1995) obtained 0.1-0.2 nmol dm (root) s with the same experimental system but a soil with a smaller ferrous iron content. These values probably underestimate the total O2 release because they did not allow for O2 consumed by soil microbes. Revsbech et al. (1999) obtained values of 1-3 nmol dm (root) s from measurements of O2 gradients made with a microelectrode near rice roots in the soil used by Kirk and Bajita (1995). These values are in the middle of the range described above. [Pg.191]

Fig. 16.6 Tentative schematic representation of the effect of organic matter content and rate of Fe supply on the formation of various Fe forms in soils (Schwertmann et al., 1986 with permission). Fig. 16.6 Tentative schematic representation of the effect of organic matter content and rate of Fe supply on the formation of various Fe forms in soils (Schwertmann et al., 1986 with permission).
Most leach rate measurements of both matrix elements and radionuclides were performed at 90 °C using MCC-1 or PCT tests. According to these tests, leach rates range from 10 1 to 10g m 2 d (Lutze 1988). For example, the mass and elemental leach rates (in g-m 2-d ) for the PNL 76-68 glass containing 33 wt% waste oxides were determined at mass - 0.42, Ca - 0.068, Cs - 1.03, Mo - 1.40, Na - 1.32, Sr - 0.075, B - 1.12, and Si - 0.73. These values are typical for borosilicate waste glass as measured by the MCC-1 procedure (90 °C, 28 d). Leach rates of Fe-group elements and ACTs under the same test conditions are considerably lower (10-3 and 10 4g-m 2-d , respectively). [Pg.41]

Figure 9a), a relationship between inorganic S and Fe content may indicate that transformation of seston S to inorganic forms depends on the availability of iron (see also refs. 35-37). Alternatively, it may indicate that in oligotrophic lakes rates of putrefaction are lower than rates of Fe2+ formation (186) as eutrophication proceeds, rates of sulfide production exceed rates of Fe reduction and the relationship between inorganic S and Fe contents is lost. [Pg.357]

When certain salts like FeCl3 are present the major termination reaction becomes electron transfer from the growing chain, reducing Fe+3 to Fe+a. The rate of Fe+2 formation can be identified with the rates of initiation and termination. Bamford and coworkers have used this principle to estimate initiator efficiencies and individual rate constants (12, 13, 16, 19). At 60° the rate constant (k5) for ferric ion termination was estimated as 6533 1 m-1 s-1 (13). In these experiments the initiator efficiency / was calculated to be in the range 0.73 to 0.79, which now appears high. [Pg.408]

In the ion association extraction systems, hydrophobic and interfacially ad-sorbable complex ions are included very often. Cationic complexes of Fe(II), Cu(II), and Zn(II) with 1,10-phenanthroline (phen) and its hydrophobic derivatives exhibited remarkable interfacial adsorptivity, although the legends themselves can hardly adsorb at the interface, unless they were protonated [68-70]. The extraction rate profiles of Fe(II) with phen and its dimethyl (DMP) and diphenyl (DPP) derivatives into chloroform were investigated by HSS method. In the presence of 0.1 M NaC104, both of the formation rates of phen complex and its interfacial adsorption were remarkably dependent on the counter anions of Cl- and CIO4. The initial extraction rate of Fe(II) was described by the equation... [Pg.299]

It is clear from the data in Table 4.6 that the corrosion rates increase with increase in chromium in sulfuric acid solution. The presence of 10% Ni in the Fe-Cr alloy results in decreasing corrosion rate with chromium concentration. The corrosion rates of Fe-Cr alloys in ferric sulfate decrease with increasing concentration of chromium in the alloy. These observations are supported by the data on corrosion potentials of stainless steels in boiling acids and chlorides measured against a saturated calomel electrode. [Pg.214]

The nickel in the Fe-Cr alloy behaves in a dual manner. The corrosion rate with Fe-10 Ni 14 Cr alloy in 5% H2S04 is greater than the corrosion rate of Fe-14 Cr alloy in H2S04. In case of alloys with chromium content greater than 18% the corrosion rate of the nickel-based alloy is lower than the Fe-Cr alloy devoid of nickel. [Pg.215]


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The oxidation of FeS - parabolic to linear rate law transition

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