A 2.8 Å
Fe–Fe Separation in the Fe<sub>2</sub><sup>III/IV</sup> Intermediate,
X, from <i>Escherichia
coli</i> Ribonucleotide Reductase
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Abstract
A class
Ia ribonucleotide reductase (RNR) employs a μ-oxo-Fe<sub>2</sub><sup>III/III</sup>/tyrosyl radical cofactor in its β
subunit to oxidize a cysteine residue ∼35 Å away in its
α subunit; the resultant cysteine radical initiates substrate
reduction. During self-assembly of the <i>Escherichia coli</i> RNR-β cofactor, reaction of the protein’s Fe<sub>2</sub><sup>II/II</sup> complex with O<sub>2</sub> results in accumulation
of an Fe<sub>2</sub><sup>III/IV</sup> cluster, termed <b>X</b>, which oxidizes the adjacent tyrosine (Y<sub>122</sub>) to the radical
(Y<sub>122</sub><sup>•</sup>) as the cluster is converted to
the μ-oxo-Fe<sub>2</sub><sup>III/III</sup> product. As the first
high-valent non-heme-iron enzyme complex to be identified and the
key activating intermediate of class Ia RNRs, <b>X</b> has been
the focus of intensive efforts to determine its structure. Initial
characterization by extended X-ray absorption fine structure (EXAFS)
spectroscopy yielded a Fe–Fe separation (<i>d</i><sub>Fe–Fe</sub>) of 2.5 Å, which was interpreted to
imply the presence of three single-atom bridges (O<sup>2–</sup>, HO<sup>–</sup>, and/or μ-1,1-carboxylates). This short
distance has been irreconcilable with computational and synthetic
models, which all have <i>d</i><sub>Fe–Fe</sub> ≥
2.7 Å. To resolve this conundrum, we revisited the EXAFS characterization
of <b>X</b>. Assuming that samples containing increased concentrations
of the intermediate would yield EXAFS data of improved quality, we
applied our recently developed method of generating O<sub>2</sub> <i>in situ</i> from chlorite using the enzyme chlorite dismutase
to prepare <b>X</b> at ∼2.0 mM, more than 2.5 times the
concentration realized in the previous EXAFS study. The measured <i>d</i><sub>Fe–Fe</sub> = 2.78 Å is fully consistent
with computational models containing a (μ-oxo)<sub>2</sub>-Fe<sub>2</sub><sup>III/IV</sup> core. Correction of the <i>d</i><sub>Fe–Fe</sub> brings the experimental data and computational
models into full conformity and informs analysis of the mechanism
by which <b>X</b> generates Y<sub>122</sub><sup>•</sup>