CaMn
3
IV
O
4
Cubane Models of the Oxygen Evolving Complex:
Spin Ground States
S
< 9/2 and the Effect of Oxo Protonation
Heui Beom Lee
[a]
,
Angela A. Shiau
[a]
,
David A. Marchiori
[b]
,
Paul H. Oyala
[a]
,
Byung-Kuk
Yoo
[a]
,
Jens T. Kaiser
[a]
,
Douglas C. Rees
[a]
,
R. David Britt
[b]
,
Theodor Agapie
[a]
[a]
Department of Chemistry and Chemical Engineering, California Institute of Technology, 1200 E
California Blvd MC 127-72, Pasadena, CA 91125, United States
[b]
Department of Chemistry, University of California, Davis, One Shields Ave, Davis, California
95616, United States
Abstract
We report single crystal XRD and MicroED structure, magnetic susceptibility, and EPR data of a
series of CaMn
3
IV
O
4
and YMn
3
IV
O
4
complexes as structural and spectroscopic models of the
cuboidal subunit of the OEC. The effect of changes in heterometal identity, cluster geometry, and
bridging oxo protonation on spin state structure was investigated. In contrast to previous
computational models, we show that the spin ground state of CaMn
3
IV
O
4
complexes and variants
with protonated oxo moieties need not be
S
= 9/2. Desymmetrization of the
pseudo
-
C
3
symmetric
Ca(Y)Mn
3
IV
O
4
core leads to a lower
S
= 5/2 spin ground state. The magnitude of the magnetic
exchange coupling is attenuated upon oxo protonation, and an
S
= 3/2 spin ground state is
observed in CaMn
3
IV
O
3
(OH). Our studies complement the observation that the interconversion
between the low spin and high spin forms of the S
2
state is
p
H dependent, suggesting that
(de)protonation of bridging or terminal oxygen atoms in the OEC may be connected to spin state
changes.
Graphical Abstract
agapie@caltech.edu.
Supporting information for this article is given via a link at the end of the document.
HHS Public Access
Author manuscript
Angew Chem Int Ed Engl
. Author manuscript; available in PMC 2022 August 02.
Published in final edited form as:
Angew Chem Int Ed Engl
. 2021 August 02; 60(32): 17671–17679. doi:10.1002/anie.202105303.
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To better describe the electronic structure of the S
n
state intermediates of Photosystem II, a
ferromagnetically coupled CaMn
3
IV
O
4
subunit with an
S
= 9/2 ground state has been proposed.
This assignment has played a key role in the mechanism of water oxidation, but structure–
electronic structure studies of CaMn
3
IV
O
4
complexes remain rare. Through cluster
desymmetrization or oxo protonation, lower spin ground states are found to be accessible,
challenging prior models.
Keywords
oxygen evolving complex; model complex; electronic structure; magnetic susceptibility; spin state
Introduction
Biological water oxidation is catalyzed at the oxygen evolving complex (OEC) of
Photosystem II.
[
1
-
3
]
The OEC has been characterized by crystallography, revealing a
heterometallic CaMn
3
O
4
cubane motif binding to a fourth Mn center via bridging (hydr)oxo
moieties.
[
4
-
6
]
Mechanistic studies have been performed within the context of the Joliot-Kok
cycle of S
n
(
n
= 0~4) states.
[
7
-
8
]
Starting from the dark-stable S
1
state (Mn
2
III
Mn
2
IV
), light-
induced one e
−
oxidation leads to the formation of the S
2
state, and numerous studies have
been performed to better understand the (electronic) structure of the S
2
state and the
requirements needed to advance to the higher S
n
states.
[
9
-
19
]
In the absence of unambiguous
and direct structural data concerning the O
─
O bond forming S
4
intermediate, structural and
spectroscopic characterization of lower S
n
state intermediates influence mechanistic
proposals for O
─
O bond formation.
[
20
-
24
]
Lee et al.
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Connected to Mn oxidation state and structural changes, each of the S
n
state intermediates
adopts a unique electronic structure with a characteristic spin ground state
S
G
:
[
25
]
S
G
(S
0
) =
1/2,
[
26
]
S
G
(S
1
) = 0
[
27
]
or higher
[
28
-
29
]
,
S
G
(S
2
) = 1/2 or 5/2,
[
30
-
32
]
S
G
(S
3
) = 3.
[
15
,
33
-
35
]
The
interconversion between the
S
G
= 1/2 and
S
G
= 5/2 forms of the S
2
state is notable.
[
30
]
One
interpretation invokes structural changes in the CaMn
4
core centered around the location of a
particular O(5) oxo moiety, with concomitant changes in the magnetic coupling interactions
resulting in a different
S
G
.
[
13
]
In the so-called “closed-cubane” structure with
S
G
= 5/2,
ferromagnetic coupling between Mn(1), Mn(2), and Mn(3) is proposed to lead to an
S
= 9/2
spin state for the CaMn
3
IV
O
4
cuboidal subunit; antiferromagnetic coupling to the dangling
Mn(4) would lead to the observed
S
G
= 5/2 (Figure 1). In the “open-cubane” structure where
O(5) bridges Mn(3) and Mn(4) instead, an internal valence redistribution is proposed, with
the CaMn
III
Mn
2
IV
subsite now proposed to have an
S
= 1 spin state; antiferromagnetic
coupling to the dangling Mn(4) would lead to the observed
S
G
= 1/2.
[
13
,
25
]
The above
structural isomerism model helps explain the high- and low-spin forms of the S
2
state.
Importantly, however, the model depends on the closed-cubane motif (region within the red
box, Figure 1) having a ferromagnetically coupled
S
= 9/2 spin state. At room temperature,
under turnover conditions, only the open-cubane form has been observed
crystallographically thus far.
[
6
,
36
]
While experimental data remains very limited, two
synthetic CaMn
3
IV
O
4
model complexes have been reported with
S
G
= 9/2 (Figure 2),
[
37
-
39
]
supporting the coupling scheme for the closed-cubane structure and the possible structural
flexibility of the OEC core as an explanation for the spin state interconversion observed in
the S
2
state. Subsequent XFEL structural studies show the incorporation of a sixth oxygen
O(6) in the cleft between Mn(1) and Mn(4), a possible site for O
─
O bond formation (Figure
1).
[
6
]
A similar magnetic coupling scheme has been advanced for the S
3
state (Mn
4
IV
),
featuring a ferromagnetically coupled CaMn
3
IV
O
4
subunit with an
S
= 9/2 spin state;
antiferromagnetic coupling to Mn(4) would lead to the observed
S
G
= 3 (Figure 1).
[
15
,
40
]
Similar to the S
2
state, a structural interpretation for the observed spectral heterogeneity in
the S
3
state is the subject of ongoing investigation.
[
34
]
An alternative interpretation for the
spin state interconversion in the S
2
state is based on the observation that this process is
p
H
dependent, with a higher
p
H favoring the high-spin ground state.
[
24
,
41
]
Notably, other
effects such as low temperature irradiation of the S
1
state and the introduction of F
−
favor
formation of the high-spin state.
[
42
-
43
]
Insofar as the
p
H effect, the aquo moiety bound to
Mn(4) was hypothesized to be the site that is deprotonated following the observation that no
p
H dependent behavior is observed when NH
3
is bound to this aquo site.
[
17
,
24
,
41
]
Structural
changes to the OEC through either oxo exchange or (de)protonation would be accompanied
by concomitant changes in the nature and magnitude of the magnetic exchange coupling
J
,
which in turn affect not only the
S
G
of the cluster but also other spectroscopic properties
such as the sign and magnitude of the projected
55
Mn hyperfine coupling constants.
[
15
,
39
,
44
]
In a related computational study, protonation of the bridging oxo O(4) (Figure 1) in the S
2
state is proposed to lead to a high spin state, while maintaining the open-cubane structure.
[
24
]
XAS studies performed on the high-spin form of the S
2
state indeed show structural
differences to the low-spin form, but extracted Mn-Mn distances do not appear consistent
with the closed-cubane structure.
[
18
]
Such computational and experimental discrepancies
highlight the need for data on model compounds in which mechanistic hypotheses can be
Lee et al.
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tested and the effects of structural changes on the electronic structure of the OEC can be
evaluated.
Despite significant synthetic efforts to prepare heterometallic complexes that mimic the
OEC in terms of structure and redox state,
[
37
,
45
-
58
]
the effect of structural distortions or
protonation state on the electronic structure of multimetallic Mn complexes is not well
understood, and can be summarized as follows.
[
59
-
63
]
In a series of dinuclear complexes
featuring Mn
2
IV
O
2
, Mn
2
IV
O(OH), and Mn
2
IV
(OH)
2
cores, the antiferromagnetic coupling is
strongest in the fully deprotonated form, with successive oxo protonations resulting in
weaker antiferromagnetic coupling.
[
60
]
A complete shift from ferromagnetic to
antiferromagnetic coupling is observed upon a single protonation of the adamantane-shaped
[Mn
4
IV
O
6
]
4+
core.
[
59
]
While representing incomplete models of the OEC, CaMn
3
IV
O
4
complexes offer an opportunity to better understand the magnetic properties of the OEC, as
it relates to current discussions on the geometry and the spin state of the S
2
state. Any
changes to the spin state of the cubane portion would result in a different total spin of the
cofactor when magnetically coupled to the dangler Mn(4). The ground state of both the
pseudo
-
C
3
symmetric and the Ca-bound asymmetric Ca
2
Mn
3
IV
O
4
model complexes has
been assigned to
S
G
= 9/2 on the basis of magnetic, spectroscopic, and computational data
(Figure 2).
[
37
-
38
,
49
,
64
]
Subsequent computational studies concluded that the spin ground
state of cuboidal CaMn
3
IV
O
4
complexes and all possible protonated analogues
CaMn
3
IV
O
n
(OH)
(4–
n
)
(
n
= 0~4) is
S
G
= 9/2.
[
64
]
Studies that probe the effect of distinct
structural changes or oxo protonation on the electronic structure of CaMn
3
IV
O
4
complexes
have not been reported.
Herein, we report single crystal XRD and MicroED structure, magnetic susceptibility, and
EPR data of a series of cuboidal complexes featuring CaMn
3
IV
O
4
, YMn
3
IV
O
4
, and
CaMn
3
IV
O
3
(OH) cores. Our results show that the electronic structure of CaMn
3
IV
O
4
complexes is highly sensitive to changes promoted by the nature of the supporting ligands
(reminiscent to studies of Mn
III
Mn
3
IV
O
4
complexes)
[
65
]
and the protonation state. We show
that ground states such as
S
G
= 5/2 and
S
G
= 3/2 are possible in CaMn
3
IV
O
4
complexes,
which challenge the proposed model that a closed cubane such as that in the S
2
state of the
OEC must be
S
G
= 9/2.
Results and Discussion
Synthesis and crystal structure.
The acetate-bridged complex
1-Ca
was used as a precursor for other complexes (Scheme 1).
[
37
]
Magnetic susceptibility and computational studies on
1-Ca
indicate an
S
G
= 9/2 ground
state.
[
38
,
64
]
Treatment of
1-Ca
with Y(OTf)
3
leads to the analogous complex
1-Y
.
[
50
]
Magnetic studies show that
1-Y
has a similar
S
G
= 9/2.
[
66
]
Desymmetrization of the
pseudo
-
C
3
symmetric complexes
1-Ca
and
1-Y
was achieved via substitution of two acetate
moieties with a chelating bis-oxime proligand (H
2
N
4
O
2
). Treatment of
1-Ca
with H
2
N
4
O
2
results in the formation of
2-Ca
via a protonolysis reaction.
[
67
]
Similarly, treatment of
1-Y
with H
2
N
4
O
2
results in the formation of the analogous complex
2-Y
.
[
58
]
Due to its limited
solubility, suitable samples of
2-Ca
for single crystal X-ray diffraction studies could not be
obtained. The structure of
2-Ca
was determined using MicroED.
[
68
]
A powder sample of
2-
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Ca
was judiciously treated with MeCN to obtain a TEM grid with non-aggregated particles
of
2-Ca
without loss of crystallinity. Complex
2-Ca
dissolves in MeCN only sparingly,
which is critical in obtaining a TEM grid with dispersed but intact microcrystals. The
resolution and refinement parameters of
2-Ca
were similar to those obtained for other
MicroED organometallic structures (Table S4).
[
68
]
Importantly, the MicroED structure of
2-
Ca
shows that the CaMn
3
O
4
core is preserved, with a coordination sphere that is analogous
to that of
2-Y
.
[
58
,
67
]
The CaMn
3
O
4
core of
2-Ca
can be further desymmetrized via
treatment with 2,6-lutidinium triflate, which results in the protonation of a unique oxo in
between the oximate moieties to afford a complex with a CaMn
3
O
3
(OH) core (
3-Ca
).
Toward expanding the series of CaMn
3
O
4
complexes with chelating ligands of similar
basicity to the oximate moieties, an amidate-bridged complex was targeted. Treatment of
1-
Ca
with a triethylene glycol derived bis-amide (H
2
diam) in the presence of NaO
t
Bu leads to
the formation of
4-Ca
. The crystal structure of
4-Ca
is consistent with the LCaMn
3
O
4
(diam)
(OAc) formulation in which two acetate moieties of
1-Ca
are replaced by the chelating bis-
amidate moiety (Figure 3). Overall,
1-Ca(Y)
,
2-Ca(Y)
,
3-Ca
, and
4-Ca
represent a unique
series of complexes mimicking the cuboidal substructure of the OEC in which cluster
symmetry, heterometal identity, bridging ligand, and oxo protonation state is systematically
varied.
Metal-oxo distances were compared across the series to understand the effect of chelating
ligands and oxo protonation on structure (Table S1). Within each complex
1-Ca
or
4-Ca
,
Ca-oxo, Mn-Mn, and M-O(4) distances are all similar to each other; the other six Mn-oxo
distances alternate between 1.83 and 1.87 Å along the
pseudo
-
C
3
axis of symmetry parallel
to the Ca-O(4) vector. A similar
pseudo
-
C
3
symmetry is observed in
1-Y
and in other known
analogues such as
1-Gd
.
[
50
]
The high symmetry of the metal-oxo core is broken with the
oximate-bridged complexes. Because precise structural metrics could not be obtained from
the MicroED structure of
2-Ca
, the structure of
2-Y
was used as a surrogate for the structure
of
2-Ca
for structural comparisons. Notably, the structure of
2-Y
and the Gd analogue
2-Gd
are very similar to each other, with Mn-oxo distances within 0.01 Å, indicating that general
structural trends are observable. In
2-Y
, the Y-O(1) distance is significantly shorter by 0.1 Å
than the other two Y-oxo distances. O(1) is the unique oxo that is located between the two
oximate donors, suggesting that the metal-oxo core has been structurally and electronically
desymmetrized. While the difference is smaller, the Mn-oxo distances trans to the Mn-
oximate bonds are slightly elongated compared to the corresponding Mn-oxo distance trans
to the Mn-acetate/amidate bond. Similarly, Mn-Mn distances in
2-Y
also distort in a manner
that is consistent with a
pseudo
-
C
S
symmetry with the mirror plane containing the Y(1)–
O(1) vector and bisecting the Mn(1)–Mn(2) vector. On the basis that the three-fold
symmetry of
1-Y
(
Gd
) is broken upon substitution of two acetates with the bridging oxime
H
2
N
4
O
2
, a similar structural distortion is expected in
2-Ca
, away from the
pseudo
-
C
3
symmetry of
1-Ca
. The structure of
3-Ca
is also consistent with a
pseudo
-
C
S
symmetry,
with Mn-(μ
3
-OH) distances that are slightly elongated by roughly 0.1 Å in comparison to the
corresponding Mn-(μ
3
-O) distances in
1-Ca
. Overall, distinct structural changes are
observed depending on the nature of the bridging ligands and the protonation state of
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bridging oxos; these relatively small structural changes across the series have a significant
influence in the electronic structure of the CaMn
3
IV
O
4
core.
Magnetometry.
To obtain insight into the electronic structure of the series of CaMn
3
IV
complexes, magnetic
susceptibility studies were performed (Figure 4). For a
pseudo
-
C
S
symmetric Mn
3
IV
core, an
isotropic spin exchange Hamiltonian (eq 1) with two distinct magnetic interactions can be
employed, with a unique
J'
=
J
12
and
J
=
J
13
=
J
23
(subscripts follow the Mn numbering
scheme in Figure 3).
[
69
]
For Mn
3
IV
systems with local spin
S
i
= 3/2, application of the
vector coupling model
S'
=
S
1
+
S
2
,
S
T
=
S'
+
S
3
gives rise to twelve
∣
S
T
,
S'
⟩
states, in which
S'
varies in integer increments from 0 to 2
S
i
(i.e.
S'
= 0, 1, 2, 3); for each value of
S'
,
S
T
varies in integer increments from
∣
S'
−
S
i
∣
to
S'
+
S
i
(i.e. for
S'
= 3,
S
T
= 3/2, 5/2, 7/2, 9/2).
The energies of the individual
∣
S
T
,
S'
⟩
states can be expressed as shown in eq 2. By
incorporating the energies of the twelve
∣
S
T
,
S'
⟩
states into the Van Vleck equation, an
analytical solution for the magnetic susceptibility X can be obtained. Qualitatively, one can
regard X to be derived from the sum of the individual
∣
S
T
,
S'
⟩
states weighed by their
Boltzmann populations. At sufficiently low temperatures where only the ground state is
significantly populated, reduced magnetization studies can be performed to obtain
information about zero field splitting. Finally, while the relative energies of the individual
states depend on the sign and magnitude of
J
and
J'
, the ground state is more easily
determined from the ratio of
J
/
J'
(Figure 5).
[
49
,
64
]
H
= − 2
J
(
S
1
S
3
+
S
2
S
3
) − 2
J
′
S
1
S
2
(1)
E
∣
S
τ
,
S
′〉 = −
JS
τ
(
S
τ
+ 1) − (
J
′ −
J
)
S
′(
S
′ + 1)
(2)
Structurally most similar to
1-Ca
,
4-Ca
was studied by magnetometry (Figure 4a). The XT
value (units of emu K mol
−1
) of 5.60 at 300 K increases with cooling to reach a maximum
XT value of 11.98 at 2 K. This maximum value is in good agreement with the expected
value of 12.375 for
S
G
= 9/2 (
g
= 2). Previous magnetic studies on
1-Ca
show that while the
structure is more consistent with a
pseudo
-
C
3
symmetry, the data is better fit with two values
J
= 3.5 cm
−1
and
J'
= −1.8 cm
−1
.
[
38
]
The data for
4-Ca
was similarly fit with two values
J
=
5.0 cm
−1
,
J'
= −1.6 cm
−1
, and
g
= 1.97. Using the fitted
J
values, the relative energies of the
individual electronic states can be calculated. The
∣
9/2, 3
⟩
ground state is separated from the
∣
7/2, 2
⟩
first excited state by 5.5 cm
−1
and from the
∣
5/2, 1
⟩
second excited state by 8.8 cm
−1
.
The small separation between the ground and excites states is evident in the fact that XT
decreases sharply from the maximum value upon warming. The
J
/
J'
ratio of −3.125 is fully
consistent with
S
G
= 9/2 and comparable to the value of −3.75 obtained for the asymmetric
Ca
2
Mn
3
IV
O
4
complex.
[
49
]
The reduced magnetization data for
4-Ca
(Figure 4d) shows little
deviation from the ideal Brillouin function for
S
= 9/2, indicating the presence of a small
zero-field splitting estimated at
D
= −0.1 cm
−1
by EPR. Magnetic studies on
4-Ca
show that
changing the bridging ligands from acetates to amidates does not result in significant
changes to the electronic structure of the complex in the absence of notable structural
distortions to the metal-oxo core.
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Featuring a lower symmetry, distorted metal-oxo core compared to
1-Ca
and
4-Ca
,
2-Ca
was studied by magnetometry (Figure 4a). The XT value of 4.526 at 300 K decreases slowly
to a local minimum XT value of 4.313 at 150 K. Upon further cooling, the XT value
increases slowly to reach a value of 4.405 at 15 K, in good agreement with the expected
value of 4.375 for
S
G
= 5/2 (
g
= 2). Further decrease in XT with temperature can be
attributed to intermolecular antiferromagnetic interactions and/or zero-field splitting. The
temperature dependence of XT observed in
2-Ca
is indicative of an irregular spin state
structure where the first excited state is
S
≤ 3/2 and the second excited state is
S
≥ 5/2.
Similar magnetic behavior has been observed in other trinuclear systems.
[
70
-
73
]
On the basis
of the small curvature of the XT vs. T curve, the expected separation between the spin
ground state and the first excited state is in the order of hundreds of wavenumbers. To
simulate the susceptibility data, the following parameters were used:
g
= 1.99,
J
= 250 ± 50
cm
−1
,
J'
= −280 ± 50 cm
−1
. Due to the small curvature of the XT vs. T curve, a relatively
large variance is reported for the
J
values, which should not be treated as exact values but as
estimates. However, the range in the
J
/
J'
ratio is narrower, between −0.90 and −0.93, and
falls within the predicted region for
S
G
= 5/2 (Figure 5).
[
64
]
The
∣
5/2, 1
⟩
ground state is
separated from the
∣
3/2, 0
⟩
first excited state by 210 ± 50 cm
−1
and from the
∣
7/2, 2
⟩
second
excited state by 350 ± 50 cm
−1
. Thermally well-isolated spin ground states have been
observed in multinuclear complexes, with values of
∣
J
∣
in the range of 160~900 cm
−1
.
[
74
-
76
]
Such systems behave as Curie paramagnets, with no temperature dependence of XT. In the
absence of double exchange or close metal-metal contacts, the physical nature of the large
increase of
J
in
2-Ca
remains unclear, but we provide the following hypothesis. In
1-Ca
and
4-Ca
where each Mn(IV) ion is coordinated by mostly
σ
-only ligands, the principal
symmetry axis for each Mn center is ill-defined, and thus several competing exchange
pathways can be envisioned between d
xy
, d
xz
, and d
yz
, resulting in the overall weak coupling
observed. In
2-Ca
and
2-Y
, in contrast, Mn(1) and Mn(2) are coordinated by oximates
which may act as p
π
-donors (also more basic
σ
-donors than carboxylates). This defines the
Mn-O(oxime) vector as the z axis for Mn(1) and Mn(2). Because d
xz
and d
yz
may be
involved in d
π
-p
π
bonding with the oximates, contributions from exchange pathways such
as (d
xy
)
1
∣
O
∣
(d
xz
)
1
that weaken the overall magnitude of the antiferromagnetic coupling may
be reduced. The exchange pathway through the geometrically “aligned” d
xy
orbitals on
Mn(1) and Mn(2) may explain the larger
J
. For
2-Ca
, the reduced magnetization isofield at 7
T reaches a value of 4.71
N
A
μ
B
at 1.8 K, consistent with
S
G
= 5/2 (Figure 4b). Reduced
magnetization isofields were simulated assuming a single value of
D
= +1.46 cm
−1
or −1.17
cm
−1
. In many cases, powder susceptibility data is insensitive to the sign of
D
.
[
77
]
This value
of
D
is inconsistent with the value obtained from EPR, at 0.3 cm
−1
(Figure 6a). Using this
value instead and incorporating the mean field model of intermolecular antiferromagnetic
interaction z
J
, a satisfactory fit can be obtained (Figure S7). The magnetic data on
2-Y
, for
which a high resolution crystal structure has been obtained, is also consistent with
S
G
= 5/2,
showing that the change in the spin ground state from
S
G
= 9/2 to
S
G
= 5/2 is also observed
going from
1-Y
to
2-Y
(Figure S8). The data on
2-Y
was simulated with the following
parameters:
g
= 2.0,
J
= 280 ± 50 cm
−1
,
J'
= −315 ± 55 cm
−1
,
J
/
J'
= −0.89. Importantly,
magnetic studies on
2-Ca
show that an intact CaMn
3
IV
O
4
cubane moiety need not
necessarily have an
S
G
= 9/2 ground state.
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Featuring a bridging hydroxo moiety,
3-Ca
was studied by magnetometry (Figure 4). The
XT value of 3.856 at 300 K decreases monotonically with temperature to reach a value of
1.886 at 10 K, in good agreement with the expected value of 1.875 for
S
G
= 3/2 (
g
= 2). To
simulate the susceptibility data, the following parameters were used:
g
= 2.0,
J
= +11 cm
−1
,
J'
= −55 cm
−1
. The
J
/
J'
ratio of −0.2 falls within the predicted region for
S
G
= 3/2 (Figure 5).
[
64
]
The
∣
3/2, 0
⟩
ground state is separated from the
∣
5/2, 1
⟩
first excited state by 77 cm
−1
and
from the
∣
3/2, 1
⟩
second excited state by 132 cm
−1
. Similar to
4-Ca
, magnetization studies
show little deviation from the ideal Brillouin function for
S
= 3/2, indicating the presence of
a small zero-field splitting (Figure 4c). Importantly, magnetic studies on
3-Ca
show that
protonation of a single bridging oxo moiety has a strong influence in attenuating the
magnitude of the magnetic coupling interactions.
[
60
]
While protonation of
2-Ca
does not
change the nature (sign) of the magnetic coupling interactions in
3-Ca
, the relative
magnitudes of
J
and
J'
result in a change of spin ground state, from
S
G
= 5/2 in
2-Ca
to
S
G
=
3/2 in
3-Ca
. In a tetranuclear Mn
4
system, a complete reversal from ferromagnetic to
antiferromagnetic interactions has been reported.
[
59
]
With a structure that closely resembles
the closed-cubane subunit of the OEC, the spin state of
3-Ca
differs from the predicted
S
G
=
9/2, and an
S
G
= 3/2 is observed.
[
64
]
To obtain magnetostructural insight for the observed
changes in spin ground state, the geometry of the Mn(1)-O(1/4)-Mn(2) subsite was closely
examined. Mn(1)-O-Mn(2) angles increase slightly going from the
pseudo
-
C
3
symmetric
complex
1-Ca
to the desymmetrized complex
2-Y
(Table S2). A comparably more dramatic
increase in the Mn-O-Mn angles is observed in the protonated complex
3-Ca
. The observed
trend of increasing Mn-O-Mn angles is consistent with the decrease in spin ground state
within the series, and can be explained in the context of an increased antiferromagnetic
exchange for a more linear Mn-O-Mn linkage. Complex
3-Ca
with the widest Mn-O-Mn
angles therefore has the smallest
J
/
J'
ratio and the lowest spin state. Most importantly,
magnetic studies show that spin states such as
S
G
= 5/2 and 3/2 are possible for a closed-
cubane structure.
EPR spectroscopy.
To obtain further insight into the electronic structure of complexes
2-Ca
,
3-Ca
, and
4-Ca
, X-
band EPR studies were conducted (Figure 6). Qualitatively, the spectrum of
2-Ca
suggests
that the weak field regime is operative, (
D
≫
hv
≈
0.3 cm
−1
at X-band), where
D
is the axial
component of the zero-field splitting (ZFS) parameter. In such cases, as illustrated in the
rhombograms for half-integer spin states
S
> 1/2, peak positions are primarily determined by
the
E
/
D
ratio where
E
is the transverse component of the ZFS parameter. The spectrum of
2-
Ca
features three transitions at
g
= 6.3 (108 mT),
g
= 4.3 (160 mT), and
g
= 2 (340 mT) that
can be assigned to the
∣
±1/2
⟩
Kramers doublet of an axial (
E
/
D
≈
0)
S
= 5/2. The spectrum
of
2-Ca
can be approximated using parameters that are consistent with this qualitative
analysis (Figure 6a). The broad spectrum of
2-Ca
was simulated with a Gaussian
distribution of
E
/
D
centered at 0.06 with a full width at half-maximum of 0.03 (Figure S9).
The spectrum of
2-Y
is similar to that of
2-Ca
, consistent with the magnetic data showing
that both have an
S
G
= 5/2 ground state (Figure S10). The spectrum of
3-Ca
features two
main transitions at
g
= 5.1 (133 mT) and
g
= 2.1 (330 mT) that can be assigned to the
∣
±1/2
⟩
Kramers doublet of a rhombic (
E
/
D
≈
0.3)
S
= 3/2 (Figure 6b). While not amenable for a
simple qualitative analysis, the spectrum of
4-Ca
suggests a higher
S
G
= 9/2 with multiple
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overlapping transitions from the five Kramers doublets and is reminiscent of the spectrum of
the Ca
2
Mn
3
O
4
complex with an
S
G
= 9/2 ground state (Figure 6c).
[
49
]
The ZFS parameters
of
4-Ca
were obtained by simultaneously fitting spectra obtained at X- and D-band (130
GHz). At higher microwave frequencies, the electron Zeeman term that splits the energy
levels of a spin system in an applied magnetic field may be appreciably larger than that of
the ZFS parameter. This is the case for
4-Ca
at 130 GHz, where hv >>
D
. In such cases, the
resulting EPR spectrum is centered around the
g
value that defines the total spin system. The
width of the spectrum is determined by
D
, while the spacing of the EPR transitions is
determined by
E/D
. The D-band electron-spin echo EPR spectrum of
4-Ca
(Figure S11)
displays approximately nine transitions centered about
g
= 1.99 and spans approximately 1.5
T. The transitions that appear at magnetic fields lower than 4.67 T (
g
= 1.99) are evenly
spaced by approximately 200 mT, while those at fields higher than 4.67 T are unevenly
spaced. This is consistent with a small, negative ZFS parameter (
D
= −0.1 cm
−1
) that is axial
(
E/D
= 0.11). Overall, EPR spectroscopic studies of
2-Ca
~
4-Ca
are consistent with the
electronic structure and spin ground state description obtained from magnetic susceptibility
studies.
Conclusion
In summary, a series of CaMn
3
IV
O
4
cuboidal complexes has been synthesized and
characterized by XRD/MicroED, magnetometry and EPR spectroscopy. To our knowledge
this is the first set of experimental studies that directly addresses the effect of systematic
changes in cluster geometry and bridging oxo protonation on the spin state structure of
CaMn
3
IV
O
4
cubane models of the OEC. With implications in the interpretation of OEC
spectroscopic properties, our benchmarking results show that the electronic structure of the
CaMn
3
IV
core is highly sensitive to small geometric changes, nature of the bridging ligands,
and protonation state of the bridging oxo moieties. Even in the absence of large oxo
movements proposed to account for the high spin and low spin signals of the S
2
state of the
OEC, we find that spin ground states such as
S
G
= 3/2, 5/2, or 9/2 are accessible for the
CaMn
3
IV
subsite (Figure 4). Importantly, desymmetrization of
pseudo
-
C
3
symmetric
complexes
1-Ca
(
1-Y
) and
4-Ca
with
S
G
= 9/2 lead to a lower,
S
G
= 5/2 in
2-Ca
(
2-Y
).
Protonation of a single bridging oxo moiety in
2-Ca
has a strong influence in attenuating the
magnitude of the magnetic exchange coupling interactions, and
S
G
= 3/2 is observed in
3-
Ca
. The nature of the magnetic exchange interactions does not need to change to result in a
different spin ground state; differences in the relative ratio of
J
values can lead to different
ground states (Figure 5). Our results strongly argue against the idea that the ground state of
CaMn
3
IV
O
n
(OH)
(4−
n
)
(
n
= 0~4) complexes must necessarily be
S
G
= 9/2 as previously
reported; the protonation of a single bridging oxo may result in spin ground state changes in
tetranuclear complexes.
[
64
]
Nevertheless, while the present results demonstrate that closed
CaMn
3
IV
O
n
(OH)
(4−
n
)
cubane motifs can have spin states different from
S
G
= 9/2, they do
not rule out such an interpretation for the CaMn
3
IV
subunit of the OEC. However, they do
add support to mechanistic proposals that do not require structural distortions of the overall
cluster for the observation of additional spin states. For example, recent
p
H dependence
studies show that the
S
G
= 1/2 form of the S
2
state converts to the
S
G
= 5/2 form at high
p
H.
[
41
-
42
]
On the basis of the results presented in this study, we support an interpretation based
Lee et al.
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on spin state changes following deprotonation of a bridging hydroxo or terminal aquo. Most
importantly, our results indicate that interpretation of EPR signals and subsequent structural
assignments should not be limited to an
S
= 9/2 spin state for the CaMn
3
IV
O
4
subsite of the
OEC.
Supplementary Material
Refer to Web version on PubMed Central for supplementary material.
Acknowledgements
This research was supported by the NIH (R01-GM102687B to T.A.), Dow Next Generation Educator
(instrumentation), NSF-1531940 (Caltech EPR facility), the Division of Chemical Sciences, Geosciences, and
Biosciences (R.D.B. grant DE-SC0007203) of the Office of Basic Energy Sciences of the U.S. Department of
Energy. We thank Dr. Michael K. Takase and Mr. Lawrence M. Henling at Caltech for assistance with XRD; Dr.
Ignacio B. Martini at UCLA for assistance with magnetometry (NSF, MRI-1625776).
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