Electrochemical Characterization of Magnetite with Agarose-Stabilized

Feb 26, 2019 - By all methods, lab-synthesized magnetites gave more negative potentials and ... All the measured potentials for magnetite fall in a ra...
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Electrochemical Characterization of Magnetite with AgaroseStabilized Powder Disk Electrodes and Potentiometric Methods Miranda J. Bradley, and Paul G. Tratnyek ACS Earth Space Chem., Just Accepted Manuscript • DOI: 10.1021/ acsearthspacechem.8b00200 • Publication Date (Web): 26 Feb 2019 Downloaded from http://pubs.acs.org on February 28, 2019

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Electrochemical Characterization of Magnetite with Agarose-Stabilized Powder Disk Electrodes and Potentiometric Methods

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Miranda J. Bradley1, and Paul G. Tratnyek1*

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School of Public Health Oregon Health & Science University 3181 SW Sam Jackson Park Road, Portland, OR 97239

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*Corresponding author:

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Email: [email protected], Phone: 503-346-3431, Fax: 503-346-3427

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Main Text file for Publication in ACS Earth and Space Chemistry

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Accompanying Supporting Information file includes 32 pages, 17 Figures, 4

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Tables, 18 References

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Revised Version (1/19/19 8:40 AM)

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Abstract

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The mixed and variable valence of iron in magnetite (Fe(III)tet[Fe(II),Fe(III)]octO42− ) give this

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mineral unique properties that make it an important participant in redox reactions in

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environmental systems. However, the variability in its stoichiometry and other physical

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properties complicates the determination of its effective redox potential. To address this

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challenge, a robust method was developed to prepare working electrodes with mineral powders

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of diverse characteristics and agarose-stabilized pore waters of controlled composition. This

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second-generation powder-disk electrode (PDEv2) methodology was used to characterize the

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electrochemical properties of magnetite samples from a wide variety of sources (lab-synthesized,

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commercial, and magnetically separated from environmental samples) using a sequence of

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complementary potentiometric methods: chronopotentiometry (CP), linear polarization resistance

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(LPR), and then linear sweep voltammetry (LSV). The passive method CP gave open-circuit

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potentials (EOC) and the active method LPR gave corrosion potentials (E0,LPR) that agree closely

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with each other, but vary over a wide range for the magnetite samples tested (ca. 520 mV, from

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−267 to +253 mV vs SHE). The active method LSV gave values of E0,LSV that become

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increasingly more negative than EOC for the samples with more positive potentials (by up to 189

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mV). This effect is consistent with the cathodic polarization applied at the beginning of the LSV

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scan and suggests there is convergence of substoichiometric magnetites to the potential of

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stoichiometric magnetite after polarization. By all methods, lab-synthesized magnetites gave

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more negative potentials and smaller polarization resistances (Rp) than magnetite from

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commercial sources or magnetic-separation of environmental samples. This is consistent with the

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common notion that freshly synthesized minerals are more reactive, but clear correlations were

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not found between the measured redox potentials and surface area, iron stoichiometry, or

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magnetic susceptibility. All the measured potentials for magnetite fall in a range between

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calculated thermodynamic values for redox couples involving relevant iron species, which is

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consistent with the measured values being mixed potentials. The wide range in effective redox

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potential of magnetite is likely to influence its role in biogeochemistry and contaminant fate.

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Keywords: Magnetite, Spinel Iron Oxide, Potentiometry, Voltammetry, Porous Powder Disk

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Electrode, Effective Redox Potential

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Introduction

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While Fe(III) oxides are the most ubiquitous iron minerals in critical zone environments,1, 2

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mixed-valent iron oxides containing Fe(II) and Fe(III)—including magnetite and green rust—are

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of special interest.3 Magnetite (FeIIFeIII2O4) is the most stable mixed-valent iron oxide, and it is

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abundant in ferrigenous rocks, soils, and sediments.4 Magnetite also plays important roles in

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corrosion of ferrous metals (making up much of the passive film on metallic iron surfaces),

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magnetic storage/recording media,5-7 biology (e.g., in magnetotaxis),8 medicine as a contrast

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agent in MRI imaging9 and in cationic liposomes for drug delivery,10, 11 nanotechnology (e.g., for

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functionalization of carbon nanotubes),12, 13 and catalysis (e.g., synthesis of ammonia in the

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Haber-Bosch process).14, 15 In all of these contexts, magnetite is a characteristically stable phase,

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but it participates as a conductor and/or electron donor in a variety of environmentally important

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redox processes such as corrosion of iron,16, 17 metabolism by iron bacteria,18-20 and abiotic

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reduction of contaminants.21-27 Among common environmental minerals, magnetite has the smallest band gap,28 the

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highest conductivity,29 and among the lowest reduction potentials.3, 4 The conductivity of

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magnetite stems from the mixed-valence of iron in the mineral, which has an inverse spinel

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structure with Fe3+ in the tetrahedral sites and Fe2+ and Fe3+ in the octahedral sites. However,

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Mossbauer spectroscopy has shown that electrons from Fe2+ and Fe3+ in the octahedral sites

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delocalize, giving each iron atom a net charge of +2.5.30, 31 Stoichiometric magnetite has a

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Fe2+/Fe3+ ratio (x) equal to 0.5, but magnetite from the environment is commonly

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substoichiometric (x < 0.5) because Fe2+ is oxidized by dissolved or atmospheric O2 and

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biogeochemical processes.32-34 Other elements can replace the Fe2+ or Fe3+ in the magnetite

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structure, including magnesium, zinc, and nickel.29 Among these dopants, TiIV is the most

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common impurity in natural magnetite, where it preferentially replaces Fe3+, which results in

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magnetite that is superstoichiometric (x > 0.5).23, 35 These differences in magnetite stoichiometry

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are expected to influence its properties related to material electronic structure, including

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magnetic susceptibility, conductivity, and redox potential.21 Determining the appropriate redox

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potential to describe magnetite in biogeochemical systems is complicated by its irregular particle

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size, shape, and composition (e.g., doping); surface modifications by adsorption and weathering;

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and direct and/or mediated intraparticle interactions. Theoretical redox potentials for pure mineral phases can be calculated from

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thermodynamics,36, 37 but the effective redox potential of natural materials is affected by other 1/19/19

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factors and therefore must be measured.38 The redox potential of mineral samples can be

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measured by indirect methods, such as chemical reactivity probes (CRPs) with

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spectrophotometric detection39 and electron-transfer mediators with potentiometric detection36, 40

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or directly by using working electrodes prepared from the mineral samples.30, 34, 41, 42 Electrodes

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made from polished bulk natural magnetite have been used to study open circuit potential,30, 34

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polarization resistance, and dissolution rate,30, 41, 43 oxidation/reduction products,30 and the effect

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of applied potential and electrolyte composition on surface stoichiometry.34 Electrodes made by

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depositing (mostly) magnetite passive layers directly onto iron or steel rods have been used to

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study the effects of redox activity and coating integrity on corrosion processes.44, 45 Composite

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magnetite electrodes, made with mixtures of magnetite and a conductive binder like graphite

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paste or carbon black, have been used to study the electrodissolution of magnetite,42, 43, 46 and the

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capacitive behavior of magnetite in aqueous electrolytes.47 Additional methods have been used to study the electrochemisty of particulate materials

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other than magnetite, ranging from thin films of fine particles spin-coated onto disk electrodes to

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porous beds of coarse particles packed into columns.48-50 In order to characterize intact nano- to

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micro-sized zerovalent iron (ZVI)—without grinding, polishing, sintering, etc.—we developed a

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“powder disk electrode” (PDEv1) wherein ZVI samples could be dry-packed into a millimeter-

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sized cavity in a cap covering a conventional rotating disk electrode.51, 52 Electrochemical

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methods have been used with PDEv1 to characterize many aspects of the reactivity of granular

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ZVI, including the effects of electrode design and operational factors,51 solution chemistry on the

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passive film,53, nano-scale effects,52, 54 aging and stability of zerovalent iron nanoparticles

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(nZVI),54, 55 sulfidation of nZVI,56, 57 effect of organic coatings,58 and deposition of nZVI as a

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surface coating.59 A much more limited amount of work has been done using PDEv1 to

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characterize iron minerals, mostly for control experiments to compare with ZVI,52, 59 and just one

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study included PDEv1 measurements to characterize the redox properties of granular

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magnetite.21 Despite the success of prior work using PDEv1, the method has several limitations,

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including: (i) the material must pack well enough to stay in the cavity by compression alone,

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which precludes studying coarse materials, and (ii) packing dry particles into the PDEv1 and

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then immersing them into electrolyte results in unknown and possibly variable amounts of the

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pore space becoming filled with fluid. While we have not found that these limitations

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of controlled composition should make the electrode performance more robust and open up

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additional experimental opportunities, such as studying coarse particles, effects of pore solution

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chemistry, in situ deposition of secondary phases, etc. For this study, a modified method

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(PDEv2) was developed that involves packing the electrode with a wet slurry of the sample

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particles in a fluid composed of aqueous electrolyte and a non-reactive polymer to cause

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gelation. Agarose was chosen as the stabilizing polymer, based—in part—on a previously

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published method for making and studying model soil aggregates.60 The PDEv2 method, which

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is first described here, produces a stable electrode that is able to withstand rotation up to 2000

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rpm, pore fluid chemistry controlled by the recipe used to prepare the agarose, and an easily

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retrievable “puck” for further characterization after the completion of electrochemical

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experiments (Figure S1E). The unique features of PDEv2 should eventually allow electrochemical characterization

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of biogeochemical redox processes at mineral-water interfaces, including the adsorption of Fe2+,

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precipitation of iron oxides (or sulfides), mediation of electron transfer by shuttle compounds,

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long-range electron transfer via interparticle interactions, etc. However, the results reported in

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this study are limited to initial characterization of PDEv2 response using a relatively stable iron

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oxide (magnetite), simple solution chemistry (borate buffer), and a range of common

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potentiometric and voltammetric electrochemical methods. The results are used to address two

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process-level objectives: (i) clarification of the relationship between various definitions of

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“effective redox potential” and their application to (suspended, porous, or packed) particulate

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materials, and (ii) the relationship between redox potential of minerals and their impurities,

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particle size, surface coatings, etc. With respect to (i), this work appears to be the first systematic

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comparison of direct electrochemical methods for measuring redox potentials of mineral (and

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other material) powders, and demonstrates the diagnostic value of comparing passive and active

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potential measurement methods. With respect to (ii), the wide range of magnetite samples

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characterized, bracketed with data on more reduced and oxidized iron-based materials (i.e., Fe0

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and Fe2O3, respectively), provides a unique perspective on the sources of variability in these

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measured values, which allows identification of significant differences (e.g., due to passivating

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surface coating formed in the environment) and indeterminant variability due to sample

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heterogeneity, etc. One of the most significant differences observed was between relatively fresh

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magnetite synthesized in the laboratory and relatively-aged magnetite either purchased as

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chemical reagents or magnetically separated from sediment. While these differences in electrode

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potential measurements should be indicative of the material’s reactivity, it was not possible to

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resolve the measured mixed potentials into the contributions of specific interfacial redox

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reactions.

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Experimental Section

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Electrochemical System. Experiments were performed in a three-electrode cell, using 100 mL

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of 0.1875 M borate buffer at pH 8.4 (mainly for consistency with our prior work using PDEv1

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and ZVI51, 61). The cell was sparged with N2 throughout the experiment, at a flow rate of

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approximately 0.5 L/min. The working electrode was based on a ChangeDisk electrode from

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Pine Research Instrumentation (Durham), with a customized steel and Teflon-lined disk cavity

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(Figure S1A), which was filled with sample as described below and further in the supporting

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information. The Ag/AgCl (4M KCl) reference electrode and Pt coil wire (approximate surface

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area 4.7 cm2) counter electrode were also from Pine. A steel and aluminum foil Faraday cage

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was used to minimize electronic noise. (Figure S1B) Experiments were run and data

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collected/analyzed with an Autolab PGSTAT30 potentiostat from Metrohm, running Nova 1.10

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software.

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Custom working electrode. A variety of working electrode configurations and assembly

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protocols were investigated before settling on the method used in the study. Some of the

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preliminary results obtained during the development process are included as Supporting

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Information (SI). The powder disk electrodes (PDEs) were made by filling the cavity with the

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material of interest by suspending the sample in 1.5 to 2 wt% agarose gel (Fisher Agarose Low

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Melting, BP1360) made with the same buffer used in the cell. Agarose with a low melting

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temperature was used to avoid having to expose the samples to temperatures greater than 50ºC.

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The suspension was pipetted into the well of the ChangeDisk RDE tip (to slightly overfill the 30

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μL cavity), and the tip was centrifuged for 15 minutes at 3200 rpm to ensure the sample was

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well-packed and had good connection to the steel shaft at the base of the well. After the primary

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centrifugation step, the surface was cleaned of debris and resurfaced with a thin layer of agarose

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gel to create a smooth, slightly convex interface with the electrolyte (Figure S1D).

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Magnetite Samples. A summary of all the magnetite samples used in this study—with standard

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materials properties and references to prior work with each material (when available)—is given

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in Table S1 of the Supporting Information. Three commercially-sourced samples of magnetite

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characterized in prior studies: micron-sized magnetite powder from Bayferrox/Lanxess

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(Cologne) and nano and micron magnetite powders from Sigma-Aldrich (St. Louis). Several

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samples prepared with a (sub)stoichiometric ratio of Fe2+/Fe3+ were obtained from M. Scherer’s

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laboratory at the University of Iowa. Magnetite samples provided by C. Pearce (Pacific

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Northwest National Laboratory, Richland, WA) had been magnetically separated from sediment

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at the Hanford nuclear plant in Washington State, and samples from M. Villalobos lab (National

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Autonomous University of Mexico) had been isolated from iron ore deposits at the Pena

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Colorada mine in Mexico. Additional magnetically separated magnetite samples were obtained

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from a commercial supplier (Prospector’s Choice, Surprise, AZ). We also magnetically separated

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magnetite from sediment samples collected from several locations in the Willamette river

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(Oregon) that had been dried and size-fractioned. Maghemite from Alfa Aesar (Heysham),

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reference iron samples, and electrodes made with agarose alone were included for comparison.

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Electrochemical Experiments. Each PDE preparation was characterized by a complementary

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combination of electrochemical techniques that proceed from less-destructive to more-

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destructive.56 The PDE was placed in the electrochemical cell containing 0.1875 M borate buffer

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(pH 8.4) as electrolyte and chronopotentiometry (CP) was performed by monitoring the open

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circuit potential (EOC) while rotating the electrode at 2000 rpm. In early studies, CP was

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performed for 60 minutes and the EOC at that time was recorded, but this period was extended to

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14 hr (or more) in order to ensure that the electrodes had reached a consistent degree of

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equilibration. After CP, linear polarization resistance (LPR) was performed by measuring current

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(i) while applying a potential sweep—at a scan rate of 1 mV/s—from 10 mV below to 10 mV

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above the last recorded EOC. LPR was repeated at least once, separated by 10-60 min of CP, to

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verify sample stability. After CP and LPR measurements, linear sweep voltammetry (LSV) was

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performed by applying potentials from 200 mV below to 200 mV above the last measured EOC,

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at a scan rate of 1 mV/s. All potentials were measured versus Ag/AgCl reference electrodes, but

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are reported versus the standard hydrogen electrode (SHE). All polarization resistance (RP) and

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corrosion current (iCOR) values were normalized to the geometric surface area of the exposed

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disk. More discussion on the use of surface area for normalization of data obtained with porous

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electrodes can be found in SI.

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Non-Electrochemical Characterization. To determine magnetite stoichiometry,62-65

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approximately 15 mg of sample was dissolved in 1 mL of HCl; commercial and collaborator-

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synthesized magnetite was dissolved in 5 M HCl, while magnetically separated samples required 1/19/19

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12 M HCl for complete dissolution. The samples in acid were stored in an anaerobic glove box

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and were sampled by diluting 5 μL aliquots in 1 mL of 1 M HCl (Fe2+) or 1 mL of 1.4 M

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hydroxylamine hydrochloride in DI water (Total Fe). The diluted samples were removed from

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the glovebox and further diluted into 1.5 mL cuvettes containing DI water, then 0.5 mM

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ferrozine in 0.5 M sodium acetate buffer was added. The ferrozine binds with the Fe2+ in solution

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to produce a magenta color with a maximum absorbance at 562 nm. Using a calibration curve,

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the total Fe and Fe2+ concentrations were determined and the Fe3+ content of the original sample

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was calculated to determine the sample’s Fe2+:Fe3+ ratio. Sampling was done in triplicate with at

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least one replicate preparation. To verify the commercial and magnetically separated samples were primarily magnetite,

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X-ray diffraction (XRD) analysis was performed using a Rigaku MiniFlex600 X-ray

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diffractometer with 40 kW/15 mA radiation (Willamette river samples used 40 kW/44 mA

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radiation). Diffraction patterns were collected over a range of 10 to 80º of 2Ɵ, using a step size

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of 0.04º and time per step of 0.5 s. The three samples that had not been previously characterized

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in other literature, magnetically separated magnetite from Prospector’s Choice and two size

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fractions of magnetite from Willamette river sediment, were also characterized by scanning

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electron microscopy with energy dispersive X-ray detection (SEM-EDS) using a Zeiss Sigma VP

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FE-SEM.

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Results and Discussion

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Chronopotentiometry (CP). After each freshly-prepared PDE was first immersed into

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electrolyte, EOC was recorded for up to 17 hours. Representative examples of this

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chronopotentiometric data (Figure 1A) show that EOC became relatively stable (drift < 5 mV/hr)

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after about 3 hr of equilibration. EOC was monitored until drift was < 2 mV/hr. No evidence for

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other changes—such as Flade potentials due to passive film breakdown53—were seen with any

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of the materials studied. Averages of the final values of EOC across replicate measurements

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(subsamples of the same material in independently prepared PDEs) shows the expected overall

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trend of increasingly positive EOC with magnetites that are less pure and/or more oxidized

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(Figure 1B). ZVI samples (presumably with a largely magnetite outer coating)52, 54, 66, 67 had the

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lowest measured EOC, while the laboratory synthesized magnetites that had been stored in an

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anaerobic chamber gave EOC values that ranged from −267 mV for (nearly)stoichiometric

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magnetites to +159 mV for substoichiometric magnetites. Reagent grade magnetite that was

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purchased commercially (and not stored anaerobically) and magnetite that was magnetically

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separated from river sediments both gave measured values of EOC that were similar to maghemite

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(Figures 1A,B).

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Figure 1. Representative potential measurements using PDEs: (A) EOC by CP during the first 12 hr, (B) Average EOC (passive), E0,LPR (active), and E0,LSV (active) values with standard deviations, and (C) Polarization by LSV at the end of each experiment shown in (A). Current in (C) was normalized to the geometric surface area of the exposed disk.

The error bars on the average values of EOC (final) in Figure 1B reflect variability in all

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the data for each material type. The full set of data is summarized in Figure S3 (and tabulated in

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Table S2), where the x-axis represents the material sample used to prepare the PDE, with

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categories of material distinguished by color and ordered by expected degree of oxidation. For

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most materials, replicate measurements agree to within about 50 mV, which is similar to the

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consistancy obtained in prior work using single crystal magnetite electrodes.30 In contrast, about

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one third of the samples included one or more final EOC values that differ by up to 200 mV. This

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combination of generally consistant with occassional outlier measurements suggests one or more

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operational variables in the PDEv2 protocol are not well controlled. One possibility is

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inconsistancy in the quantity of sample contained in the PDE cavity, but no relationship was seen

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between EOC and the mass of sample material recovered from the PDE (Figure S4). A second

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possibility is oxygen intrusion into the electrochemical cell, which is difficult to avoid

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completely even with continuous sparging with N2.59 While the PDE was prepared in an

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anaerobic chamber, electrochemical measurements were made on the benchtop and the sample

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material may have been exposed to varying amounts of oxygen during the transition. A third

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possible source of variability could be heterogeneity of the samples, both particle to particle and

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in the surface coating of the particles. To better understand the source and significance of the

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variability in EOC measured passively by CP, these data are compared to potentials measured

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using the active methods introduced below. Linear Polarization Resistance (LPR). After the passively measured EOC was judged to

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be sufficiently stable (drift