We have advanced a mechanism for nitrogenase catalysis that rests on the identification of a low-spin EPR signal (S = 1/2) trapped during turnover of a MoFe protein as the E4 state, which has accumulated four reducing equivalents as two [Fe-H-Fe] bridging hydrides. Because electrons are delivered to the MoFe protein one at a time, with the rate-limiting step being the off-rate of oxidized Fe protein, it is difficult to directly control, or know, the degree of reduction, n, of a trapped intermediate, denoted En, n = 1-8. To overcome this previously intractable problem, we introduced a quench-cryoannealing relaxation protocol for determining n of an EPR-active trapped En turnover state. The trapped "hydride" state was allowed to relax to the resting E0 state in frozen medium, which prevents additional accumulation of reducing equivalents; binding of reduced Fe protein and release of oxidized protein from the MoFe protein both are abolished in a frozen solid. Relaxation of En was monitored by periodic EPR analysis at cryogenic temperature. The protocol rests on the hypothesis that an intermediate trapped in the frozen solid can relax toward the resting state only by the release of a stable reduction product from FeMo-co. In turnover under Ar, the only product that can be released is H2, which carries two reducing equivalents. This hypothesis implicitly predicts that states that have accumulated an odd number of electrons/protons (n = 1, 3) during turnover under Ar cannot relax to E0: E3 can relax to E1, but E1 cannot relax to E0 in the frozen state. The present experiments confirm this prediction and, thus, the quench-cryoannealing protocol and our assignment of E4, the foundation of the proposed mechanism for nitrogenase catalysis. This study further gives insights into the identity of the En intermediates with high-spin EPR signals, 1b and 1c, trapped under high electron flux.
We have advanced a mechanism for nitrogenase catalysis that rests on the identification of a low-spin EPR signal (S = 1/2) trapped during turnover of a MoFe protein as the E4 state, which has accumulated four reducing equivalents as two [Fe-H-Fe] bridging hydrides. Because electrons are delivered to the MoFe protein one at a time, with the rate-limiting step being the off-rate of oxidized Fe protein, it is difficult to directly control, or know, the degree of reduction, n, of a trapped intermediate, denoted En, n = 1-8. To overcome this previously intractable problem, we introduced a quench-cryoannealing relaxation protocol for determining n of an EPR-active trapped En turnover state. The trapped "hydride" state was allowed to relax to the resting E0 state in frozen medium, which prevents additional accumulation of reducing equivalents; binding of reduced Fe protein and release of oxidized protein from the MoFe protein both are abolished in a frozen solid. Relaxation of En was monitored by periodic EPR analysis at cryogenic temperature. The protocol rests on the hypothesis that an intermediate trapped in the frozen solid can relax toward the resting state only by the release of a stable reduction product from FeMo-co. In turnover under Ar, the only product that can be released is H2, which carries two reducing equivalents. This hypothesis implicitly predicts that states that have accumulated an odd number of electrons/protons (n = 1, 3) during turnover under Ar cannot relax to E0: E3 can relax to E1, but E1 cannot relax to E0 in the frozen state. The present experiments confirm this prediction and, thus, the quench-cryoannealing protocol and our assignment of E4, the foundation of the proposed mechanism for nitrogenase catalysis. This study further gives insights into the identity of the En intermediates with high-spin EPR signals, 1b and 1c, trapped under high electron flux.
Nitrogenase comprises
the MoFe protein, which contains the iron–molybdenum cofactor
(FeMo-co) active site and the Fe protein, which is the reductant of
the MoFe protein.[1] During the nitrogenase
catalytic cycle, the MoFe protein accepts eight electrons from Fe
protein, delivered one at a time through binding of the reduced Fe
protein bound to two ATPs followed by release of the oxidized Fe protein
bound to two ADPs. These reducing equivalents effect the reduction
of dinitrogen (N2) to two ammonia (NH3) molecules
and generate one dihydrogen (H2).[1−4] In the currently accepted Lowe
and Thorneley notation, a state of a catalytic αβ dimer
(one FeMo-co) of MoFe protein that has received n electrons (and protons) is denoted E.[2,3] Dinitrogen binds to the FeMo-co only after three
or four reduction steps, namely, at the E3 or E4 states, and the N2 binding is accompanied by the obligatory
release of H2. We have proposed a mechanism for nitrogenase
catalysis that identifies the states E4–E8, based on our studies of several trapped intermediates,[5,6] the central one being a state with a low-spin EPR signal (S = 1/2) trapped during turnover of a MoFe protein containing
an amino acid substitution of α-70Val by isoleucine
(V70I) under high-flux conditions and identified as the E4 state, which has accumulated four reducing equivalents as two [Fe–H–Fe]
bridging hydrides.[7−9] As the formation of this state is followed by N2 binding, H2 release, and the formation of two
NH3 through the acceptance of four additional electrons/protons,
it falls at the midpoint in the accumulation of the eight electrons/protons
enzymatically required in the catalytic cycle and, thus, is viewed
as the “Janus” intermediate, which links the two halves
of the electron accumulation process.[6] The
heart of the mechanism is a proposed solution to the puzzle of why
nitrogenase should “waste” two electrons by generating
H2: FeMo-co is activated for N2 reduction through
reductive elimination of H2 upon N2 binding
at the E4 stage.[6] This proposal
was subsequently confirmed by measurements of turnover under an atmosphere
of N2/D2/C2H2.[4] We also have discussed possible identities of
the earlier states of the enzyme, those formed by accumulation of n = 1–3 reducing equivalents, prior to N2 binding, in a discussion again grounded in the analysis of the E4 state.[5,6]The proposed mechanism thus
rests on the identification of the Ar-turnover, freeze-trapped intermediate
as E4. However, because electrons are delivered to the
MoFe protein one at a time, with the rate-limiting step being the
off-rate of oxidized Fe protein, it is difficult to directly control,
and thus to directly know, the degree of reduction, n, of a trapped intermediate. To overcome this previously intractable
problem, we introduced a quench-cryoannealing relaxation protocol
for determining n of an EPR-active trapped E turnover state.[9] The trapped state was allowed to relax to the resting E0 state in frozen medium, at temperatures near to but below the melting
temperature, T ≤ −20 °C. Keeping
the sample frozen prevents any additional accumulation of reducing
equivalents, as binding of reduced Fe protein to and release of oxidized
protein from the MoFe protein both are abolished in a frozen solid;
progress in this relaxation was monitored by periodically cooling
the sample to cryogenic temperature for EPR analysis. It was assumed
that a trapped state could only relax to a less-reduced state through
the loss of pairs of reducing equivalents, Scheme 1. For En states formed prior to N2 binding,
the equivalents lost would be in the form of H2, as shown;
for those that arise later in the catalytic cycle, bound forms of
reduced substrate would be lost during relaxation. By means of this
protocol we showed that the EPR signal trapped during turnover of
the V70I variant of the MoFe protein relaxes to the resting state
E0 in a two-step process, each step releasing H2—namely two reducing equivalents—thereby identifying
the signal with the E4 state.[9] The intermediate state in the relaxation process, which thus corresponds
to E2, was observed to contain FeMo-co in an odd-electron
(Kramers) state, S = 3/2, as required.
Scheme 1
The hypothesis that the quench-cryoannealing protocol
allows relaxation only by two-equivalent steps implicitly predicts
that states that have accumulated an odd number of electrons/protons
during turnover under Ar cannot relax to the E0 resting
state; as illustrated in Scheme 1, E3 can relax to E1, but by this hypothesis E1 should be stable to relaxation during quench-annealing. To test
this prediction, in the present work we freeze-quenched wild-type
MoFe protein during Ar turnover under two different conditions of
electron flux. Quench-freezing at low flux traps only EPR-silent (non-Kramers, S > 1)[10] intermediate E1 along with a reduced concentration of resting state (E0).[11,12] Trapping at higher flux further
traps two odd-electron (Kramers; S = 3/2) states
of FeMo-co, whose EPR signals are denoted 1b and 1c, the former having
been shown to correspond to a reduced FeMo-co state (n ≥ 2), the latter to a state at least as reduced as 1b.[13] Application of the cryoannealing relaxation
protocol to these samples corroborates our hypothesis that an intermediate
trapped during turnover under Ar and kept frozen cannot relax toward
the resting state in one-equivalent steps, but only by the release
of a stable reduction product from FeMo-co. In the case of turnover
under Ar, the only product that can be released is H2,
which carries two reducing equivalents, and as a result, the E1 state cannot relax. This protocol is also used to measure
the steady-state occupancy of the states trapped during turnover under
both low and high electron flux, allowing us to discuss the En states associated with the 1b and1c signals.
Materials and Methods
General Methods
All reagents used
in these experiments were obtained from Sigma-Aldrich Chemicals (St.
Louis, MO, USA) and were used without further purification. Argon
gas was from Air Liquide America Specialty Gases LLC (Plumsteadville,
PA, USA). Azotobacter vinelandii strains DJ995 (wild-type
MoFe protein) and DJ884 (wild-type Fe protein) were grown and nitrogenase
proteins were expressed as previously described.[14] The wild-type MoFe protein with a seven-histidine tag on
the α-subunit allowed for purification using a Zn affinity chromatography
protocol.[14] The wild-type Fe protein was
purified using a previously described anion exchange and size exclusion
protocol.[15] Both proteins were purified
to greater than 95% purity, confirmed by SDS-PAGE analysis using Coomassie
blue staining, and were fully active. Proteins and buffers were handled
anaerobically in septum-sealed serum vials under an argon atmosphere
or on a Schlenk vacuum line. All transfers of gases and liquids were
done with Hamilton gastight syringes. All samples in H2O buffer were prepared at pH = 7.3. The “D2O”
samples were prepared at pD = 7.3 by exchanging and concentrating
the MoFe protein into turnover buffer prepared with D2O
at pH 6.9, as read by a pH meter.[9]
Preparation
of EPR Samples
EPR samples were prepared in a solution containing
a MgATP regeneration system (13 mM ATP, 15 mM MgCl2, 20
mM phosphocreatine, 2.0 mg/mL bovine serum albumin, and 0.3 mg/mL
phosphocreatine kinase) in 200 mM MOPS buffer at pH or pD 7.3 with
50 mM dithionite under Ar. MoFe protein was added to a final concentration
of ∼150 μM. Turnover conditions with a relatively high
electron flux were initiated by the addition of Fe protein to a final
concentration of ∼125 μM. After about 20 s incubation
at room temperature, small aliquots of the reaction mixture were transferred
into EPR tubes and rapidly frozen in liquid nitrogen.Low-flux
EPR samples were prepared in a reaction mixture containing a MgATP
regeneration system as described above at pH 7.0. The MoFe protein
concentration was ∼50 μM, while the Fe protein concentration
was ∼0.5 μM, giving a Fe protein:MoFe protein ratio of
1:100.[11,16] Turnover was initiated and samples transferred
to EPR tubes followed by freezing in liquid nitrogen.
Cryoannealing
and EPR
The cryoannealing protocol[9] involves (i) rapid warming of a sample held at T ≤ 77 K to the temperature of annealing by immersion in a
methanol bath held at that temperature; (ii) relaxation at the annealing
temperature for the desired number of minutes; (iii) quench-recooling
back to 77 K by immersion into liquid N2; (iv) transfer
to the helium-temperature cryostat; and (v) collection of EPR spectra.CW X-band EPR measurements were performed on an ESP 300 Bruker
spectrometer equipped with an Oxford ESR 900 cryostat. Spectra with
overlapping 1a, 1b, and 1c signals were decomposed following the procedures
of Fisher et al.:[13] spectra for the individual
species were simulated with WINEPR SimFonia software and added so
that their sum best matched the experimental spectrum.
Results
The E4 state was originally trapped[7] by freezing a turnover mixture in which the V70I MoFe and
Fe proteins were at approximately 1:1 molar ratio. This condition
provides high electron flux for the reaction and favors highly reduced
states. In the present study, we have repeated these studies with
the wild-type enzyme. In addition, we have freeze-trapped mixtures
tailored to exhibit the “low-flux” condition of turnover,
so as to favor states that have accumulated few electrons: MoFe and
Fe proteins are mixed in very unequal proportion, typically 100 MoFe
per 1 Fe protein. It was anticipated that in such mixtures at steady
state the MoFe protein would largely be distributed between the E0 and E1 states, with E2 in low abundance
because relaxation to E0 by release of H2 would
outcompete the formation of E2 and with negligible populations
of more highly reduced states, E3 and E4.
EPR
EPR spectra of samples with MoFe:Fe protein ratios of ∼100:1
freeze-quenched at multiple times subsequent to the initiation of
low-flux turnover showed that after ∼100 s the samples reach
a steady state with approximately 40% of FeMo-co reduced from resting
state E0 to EPR-silent state(s) (Figure
SI). These samples exhibit no detectable signals from any EPR-active
intermediates. In particular, they do not exhibit the high-spin signals
1b and 1c assigned previously (and see below) to multiply reduced
FeMo-co or the low-spin signal from the E4 state. We infer
that MoFe protein reaches a steady state involving only two states
with significant populations, E0 and E1, under
these conditions.For studying the more highly reduced states
of the cofactor, Ar-turnover samples were prepared in H2O and D2O buffer with a molar ratio of MoFe:Fe protein
of 6:5. As shown in Figure 1A, both samples
demonstrate not only a significant loss of the resting-state signal
(designated 1a; g = [4.32, 3.66, 2.01]) but also the
appearance of the high-spin signals, which have been observed previously
and denoted as 1b (g = [4.21, 3.76, ∼1.97]) and
1c (g = [4.69, ∼3.20, ∼2]). The similar g-values of 1a and 1b signals and the low intensity of 1c
do not allow direct measurement of the signals’ intensities.
However, as shown by Fisher et al.,[13] it
is possible to decompose the overlapping EPR signals by simple simulation
(Figure 1B). This procedure reveals that the
accumulation of 1b and 1c is roughly independent of solvent isotope.
Figure 1
(A) EPR
spectra of Ar-turnover samples trapped under high-flux conditions
in H2O and D2O buffer; lower downscaled spectrum
(×1/5) is control resting-state sample before turnover. Minor
low-spin EPR species are discussed in the text. (B) Decompositionof high-spin EPR region into signals from species 1a (MN), 1b, and 1c in freeze-quenched H2O and D2O samples of high-flux Ar turnover before annealing. Conditions:
temperature, 3.8 K; microwave frequency, 9.37 GHz; microwave power,
0.5 mW; modulation amplitude, 13 G; time constant, 160 ms; field sweep
speed, 38 G/s.
(A) EPR
spectra of Ar-turnover samples trapped under high-flux conditions
in H2O and D2O buffer; lower downscaled spectrum
(×1/5) is control resting-state sample before turnover. Minor
low-spin EPR species are discussed in the text. (B) Decompositionof high-spin EPR region into signals from species 1a (MN), 1b, and 1c in freeze-quenched H2O and D2O samples of high-flux Ar turnover before annealing. Conditions:
temperature, 3.8 K; microwave frequency, 9.37 GHz; microwave power,
0.5 mW; modulation amplitude, 13 G; time constant, 160 ms; field sweep
speed, 38 G/s.The high-flux turnover
EPR spectra also show multiple weak signals in the g-2 region. In addition to the signal from reduced Fe protein, samples
prepared with either H2O or D2O solvents show
weak signals from an S = 1/2 intermediate with rhombic g-tensor (g = [2.08, 1.99, 1.97]) generated
during turnover N2,[17] whose
presence we attribute to low-level N2 contamination (<0.05
atm) during sample preparation; the contamination is greater and the
signal is stronger in the D2O sample. In addition, there
is a feature at g = 2.14, clearly seen in D2O, that corresponds to the signal from the S = 1/2
E4 intermediate described previously.[7]For completeness, we note that no signal from the
oxidized P cluster (S = 1/2)[18] is seen under any turnover conditions, in agreement with earlier
studies.[13]
Annealing
Low-Flux
Turnover
Figure 2 presents results
of annealing nitrogenase samples frozen during steady-state low-flux
turnover under Ar, 3 min 45 s after mixing. Comparison of the freeze-quenched
and control EPR spectra showed that in the turnover mixture 60% was
in the E0 (resting) state and 40% was in the EPR-silent
E1 state (Table 1, below). As can
be seen, even after annealing for 3 h at −20 °C the resting-state
signal did not significantly increase, whereas the E4 intermediate
studied earlier relaxed with a half-time of ∼6 min,[9] and as discussed below, the 1b and 1c signals
formed under high flux relax even faster. These observations establish
that the E1 state is stable in a frozen solution at this
temperature and does not relax to the resting state. This finding
confirms the hypothesis, which underpins the cryoannealing approach,
that in the frozen solid the relaxation of an En intermediate
state toward the resting state can occur only by the release of a
stable reduction product from FeMo-co. In the case of turnover under
Ar, the only product that can be released is H2, which
carries two reducing equivalents. As a result, the E1 state,
which has acquired only one equivalent, cannot return to the resting
state during annealing.
Figure 2
Intensity of resting-state (1a) FeMo-co EPR
signal (g2 feature measured as peak-to-peak
height), relative to control sample prior to turnover, during annealing
at −20 °C of sample freeze-quenched under low-flux Ar
turnover. Red arrow represents loss of 1a signal during steady-state
turnover as seen upon freeze-quench, prior to annealing.
Table 1
Steady-State Populations of MoFe Protein
States during Turnover under Ar
low-flux turnover
E0
E1
60%
40%
Intensity of resting-state (1a) FeMo-co EPR
signal (g2 feature measured as peak-to-peak
height), relative to control sample prior to turnover, during annealing
at −20 °C of sample freeze-quenched under low-flux Ar
turnover. Red arrow represents loss of 1a signal during steady-state
turnover as seen upon freeze-quench, prior to annealing.
High-Flux Turnover
The 1b and 1c
signals observed in a sample trapped under high-flux conditions decay
too rapidly during annealing of the frozen solid at −20 °C
to obtain accurate kinetic measurements, so the decay of 1b and 1c
and the recovery of resting state were monitored by annealing carried
out at −30 °C instead, as illustrated in Figure 3. Decomposition of these spectra, as discussed above
and displayed in Figure 1, shows that during
annealing of a frozen H2O–buffer sample at −30
°C the 1b signal decays exponentially with a time constant, τ
≈ 20 min, that corresponds to the time constant for the appearance
of the resting-state signal, indicating that 1b converts directly
into the resting state, Figure 4. The same
experiment with D2O gives τ ≈ 60 min for the
1b signal decay and 1a signal appearance, corresponding to a solvent
kinetic isotope effect (sKIE) ≈ 3 for the relaxation of 1b
to the resting state (Figure 4).
Figure 3
Representative
spectra from among those obtained during annealing of the H2O high-flux Ar-turnover sample at −30 °C, showing changes
in intensity of high-spin EPR signals. Spectra were decomposed into
contributions from 1a and 1b as described in the text and illustrated
in Figure 1. Downscaled (×1/2) dashed
spectrum presents the resting-state control sample. Conditions: as
described in Figure 1.
Figure 4
Kinetics of 1b and 1a signals during annealing at −30 °C
for Ar-turnover samples prepared in H2O (red) and D2O (blue). Data points normalized as percentage by comparison
with resting-state control and fitted as exponential decay for the
1b signal (dotted) and exponential rise for 1a (solid).
Representative
spectra from among those obtained during annealing of the H2O high-flux Ar-turnover sample at −30 °C, showing changes
in intensity of high-spin EPR signals. Spectra were decomposed into
contributions from 1a and 1b as described in the text and illustrated
in Figure 1. Downscaled (×1/2) dashed
spectrum presents the resting-state control sample. Conditions: as
described in Figure 1.Kinetics of 1b and 1a signals during annealing at −30 °C
for Ar-turnover samples prepared in H2O (red) and D2O (blue). Data points normalized as percentage by comparison
with resting-state control and fitted as exponential decay for the
1b signal (dotted) and exponential rise for 1a (solid).In our cryoannealing study of the E4 state of the V70I MoFe protein, E4 returned to the resting
state in two discrete and well-resolved kinetic steps, each with a
strong kinetic isotope effect, sKIE ≈ 3, indicative that each
relaxation occurs with the formation and release of H2.[9] The earlier studies that characterized 1b and
1c concluded that 1b is not a conformer of the resting state, but
rather represents a reduced FeMo-co state.[13] On this basis, the strong kinetic isotope effect observed during
the conversion of 1b to 1a indicates that this relaxation occurs with
the formation and release of H2. As the 1b signal originates
from an EPR-active FeMo-co, this state could be formed only after
an even number of electrons are delivered to the paramagnetic resting
state FeMo-co, so 1b must be E2 or E4. The assignment
of 1b as a high-spin E4 isomer in wild-type MoFe protein,
not low-spin as in the V70I MoFe protein, is unlikely because relaxation
of this E4 also would be expected to proceed through the
resolved sequential release of two H2 molecules. We interpret
the decay of 1b during annealing with the prompt formation of the
1a signal as implying an assignment of the 1b signal to the E2 state, which undergoes direct relaxation to E0/1a with the formation and release of H2.Although
the 1c EPR signal is weak, its relaxation kinetics could be studied
as well. During annealing, 1c relaxes with about the same rate as
the 1b signal relaxes and with an equivalently strong isotope effect,
sKIE ≈ 4 (Figure 5). The sKIE again
indicates release of H2 from a reduced EPR-active state
E with formation of a less-reduced EPR-active
state E. Because the 1c intensity
is so low in comparison with 1b and 1a signals, the experimental results
do not determine what species 1c converts to during annealing. However,
given that 1b and 1c relax with the same decay constant, the obvious
interpretation is that these two signals represent alternative conformations
of E2, with both relaxing to E0 through release
of H2.
Figure 5
Decay of the 1c signal during the annealing experiment
for H2O (red) and D2O (blue) samples of high-flux
Ar turnover. Data points obtained as intensity of the g1 feature of the EPR signal are normalized to the maximum
of the signal and fitted to an exponential decay function.
Decay of the 1c signal during the annealing experiment
for H2O (red) and D2O (blue) samples of high-flux
Ar turnover. Data points obtained as intensity of the g1 feature of the EPR signal are normalized to the maximum
of the signal and fitted to an exponential decay function.
Formation of E, n = 1, 3, Intermediates during Higher-Flux Turnover
During annealing of both H2O and D2O turnover
samples at −30 °C for 150 min, the resting state recovers
to less than 50% of its value before turnover (Figure 3); an additional 5 h of annealing also did not produce significant
signal recovery (not shown). The above confirmation that the E1 state cannot relax to resting state during cryoannealing
shows that the MoFe protein that remains EPR-silent and does not relax
to resting state must be in EPR-silent states, E1 and E3. E3 could relax to E1 by loss of H2, but E1 does not relax at −30 °C;
thus, the fraction of the resting signal that does not recover can
be assigned to the sum of the two EPR-silent (non-Kramers, S > 1, or diamagnetic) species, E1 + E3. The difference between the population of resting state (1a;
E0) that remains after cryoannealing and that seen immediately
after quenching then corresponds to the sum of the populations of
the two states, 1b and 1c, with little of that attributable to 1c,
given its weak EPR signal. Table 1 displays
the resulting estimates of the steady-state distribution of FeMo-co
among different redox states at low- and high-flux turnover conditions
in H2O.
Discussion
The present study provides
confirmation of the quench-cryoannealing protocol for determination
of the reduction level, n, of a freeze-trapped intermediate.
The hypothesis is that this protocol only allows relaxation toward
the resting state by the release of a stable reduction product from
FeMo-co and, thus by steps of an even number of reducing equivalents,
implicitly predicts that states that have accumulated an odd number
of electrons/protons (n = 1, 3) during turnover under
Ar cannot relax to the E0 resting state: E3 can
relax to E1, but E1 by itself cannot relax to
E0 in the frozen state. Also implicit in this hypothesis
is the requirement that in the frozen matrix the electron-transfer
“disproportionation” between the two E1-state
FeMo-co in a single MoFe protein does not occur over the hundreds
of minutes of an annealing experiment, either because no MoFe protein
contains two E1-state FeMo-co or because electron transfer
cannot occur under these conditions. The present experiments have
confirmed these predictions.In contrast, in fluid solution,
E1 can achieve a steady-state population because it can
accept another electron/proton to form E2, which then can
accept yet another electron/proton or can relax to E0 through
release of H2. These results in turn confirm our assignment
of the E4 intermediate through the use of the quench-cryoannealing
protocol, the foundation of the proposed mechanism for nitrogenase
catalysis.[5,6]Comparison of steady-state populations
during turnover under low and high electron flux, as monitored by
the EPR signals from the freeze-quenched samples prior to annealing,
as expected, shows a much smaller population of E0 under
high flux (17%), compared to that at low flux (60%), Table 1, and slightly more of the EPR-silent states are
trapped with higher flux (E1 + E3 = 56%) than
with low flux (E1 = 40%). Not surprisingly, the biggest
effect of high flux is to create a large population of the reduced
states, 1b + 1c = 27%, and an extremely small, but detectable population
of a state with a value of g1 that correspond
to that previously found for E4.[7]This study further gives insights into the identity of the
E intermediate states giving rise to
the 1b and 1c signals. It was indeed shown previously that the 1b
signal corresponds to a reduced FeMo-co state (n ≥
2) rather than a conformer of the FeMo-co in the S = 3/2 resting state and that 1c corresponds to a state at least
as reduced as 1b.[13] However attempts to
simulate the kinetics of the appearance of the 1b signal during turnover
were puzzling: the measurements could be best fitted by assigning
the signal to the E3 state in the Lowe–Thorneley
scheme, formed after three-electron transfers to the αβ
dimer of MoFe protein. The difficulty, explicitly recognized by the
authors, is that FeMo-co that has accumulated three electrons during
turnover should have an even number of electrons, and thus the presence
of a half-integer signal (S = 3/2), as observed,
would require equal concentrations of another paramagnetic center
in an E3 intermediate. As there is no such signal, in particular
no signal from the oxidized P cluster, we conclude that 1b (and 1c)
cannot be assigned to E3. The agreement of rates of relaxation
of 1b and 1c with the rate of recovery of 1a/E0 strongly
indicates that both 1b and 1c are E2. We have argued above
that they do not correspond to the only other plausible alternative,
high-spin conformers of E4 that relax to E2 with
the measured time constant, with E2 then relaxing to E0. The results for the V70I MoFe protein strongly suggest that
in such a case we would expect to accumulate E2 as a kinetic
intermediate, as the earlier study showed that the E2 relaxation
is much slower than that of E4, and this accumulation should
be enhanced by the sKIE when relaxation is done in D2O.
Authors: Robert Y Igarashi; Mikhail Laryukhin; Patricia C Dos Santos; Hong-In Lee; Dennis R Dean; Lance C Seefeldt; Brian M Hoffman Journal: J Am Chem Soc Date: 2005-05-04 Impact factor: 15.419
Authors: Dmitriy Lukoyanov; Brett M Barney; Dennis R Dean; Lance C Seefeldt; Brian M Hoffman Journal: Proc Natl Acad Sci U S A Date: 2007-01-24 Impact factor: 11.205
Authors: Brett M Barney; Dmitriy Lukoyanov; Robert Y Igarashi; Mikhail Laryukhin; Tran-Chin Yang; Dennis R Dean; Brian M Hoffman; Lance C Seefeldt Journal: Biochemistry Date: 2009-09-29 Impact factor: 3.162
Authors: Dmitriy Lukoyanov; Zhi-Yong Yang; Dennis R Dean; Lance C Seefeldt; Brian M Hoffman Journal: J Am Chem Soc Date: 2010-03-03 Impact factor: 15.419
Authors: Dmitriy Lukoyanov; Nimesh Khadka; Zhi-Yong Yang; Dennis R Dean; Lance C Seefeldt; Brian M Hoffman Journal: J Am Chem Soc Date: 2016-01-20 Impact factor: 15.419
Authors: Vladimir Pelmenschikov; Leland B Gee; Hongxin Wang; K Cory MacLeod; Sean F McWilliams; Kazimer L Skubi; Stephen P Cramer; Patrick L Holland Journal: Angew Chem Int Ed Engl Date: 2018-06-25 Impact factor: 15.336
Authors: Lance C Seefeldt; Zhi-Yong Yang; Dmitriy A Lukoyanov; Derek F Harris; Dennis R Dean; Simone Raugei; Brian M Hoffman Journal: Chem Rev Date: 2020-03-16 Impact factor: 60.622
Authors: Dmitriy Lukoyanov; Zhi-Yong Yang; Nimesh Khadka; Dennis R Dean; Lance C Seefeldt; Brian M Hoffman Journal: J Am Chem Soc Date: 2015-03-05 Impact factor: 15.419
Authors: Roman Davydov; Nimesh Khadka; Zhi-Yong Yang; Andrew J Fielding; Dmitriy Lukoyanov; Dennis R Dean; Lance C Seefeldt; Brian M Hoffman Journal: Isr J Chem Date: 2016-07-29 Impact factor: 3.333
Authors: Sarina M Bellows; Nicholas A Arnet; Prabhuodeyara M Gurubasavaraj; William W Brennessel; Eckhard Bill; Thomas R Cundari; Patrick L Holland Journal: J Am Chem Soc Date: 2016-09-06 Impact factor: 15.419
Authors: Karamatullah Danyal; Sudipta Shaw; Taylor R Page; Simon Duval; Masaki Horitani; Amy R Marts; Dmitriy Lukoyanov; Dennis R Dean; Simone Raugei; Brian M Hoffman; Lance C Seefeldt; Edwin Antony Journal: Proc Natl Acad Sci U S A Date: 2016-10-04 Impact factor: 11.205
Authors: Dmitriy Lukoyanov; Nimesh Khadka; Zhi-Yong Yang; Dennis R Dean; Lance C Seefeldt; Brian M Hoffman Journal: J Am Chem Soc Date: 2016-08-16 Impact factor: 15.419
Authors: Nimesh Khadka; Ross D Milton; Sudipta Shaw; Dmitriy Lukoyanov; Dennis R Dean; Shelley D Minteer; Simone Raugei; Brian M Hoffman; Lance C Seefeldt Journal: J Am Chem Soc Date: 2017-09-15 Impact factor: 15.419