1596 Inorganic Chemistry, Vol. 49, No. 4, 2010
Newell et al.
find use in data storage,16,17 quantum computing,18-23 or
refrigeration applications.24,25 However, their exploita-
tion awaits variants that can display magnetic bistability
at more practical temperatures than the ∼4.5 K currently
observed.15 Here, incorporation of paramagnetic lantha-
nide ions have received attention, since spin-orbit coupling
and relativistic effects common to those ions can engender
the large single-ion anisotropies necessary for slow magne-
tization relaxation behavior.26-36 Several complexes have
properties consistent with SMMs, such as the observa-
tion of frequency-dependent out-of-phase alternating cur-
rent (AC) susceptibility signals.37-42 A drawback to the
approach is that the “buried” 4f orbitals in lanthanides
participate only weakly in bonding interactions, leading
to marginal exchange coupling with neighboring spin
centers;43-45 this ultimately limits the maximum tempera-
ture at which the magnetic bistability occurs.
Alternatively, all of the above-mentioned attributes can be
found in the early actinides, with the added benefit of larger,
more diffuse 5f orbitals capable of stronger bonding and
exchange interactions.46-51 However, the dynamic magnetic
properties of actinide complexes are less well-known, in part
because of difficulties in determining ligand field parameters
and the complications arising from relativistic effects as well
as d and f electron correlations.38,52 Nevertheless, recent
reports indicate that synthetic efforts toward paramagnetic
actinide-containing assemblies offer diverse and interesting
magnetism. A Th6Mn10 cluster shows that even f0 species
may contribute to the observation of frequency-dependent
out-of-phase susceptibility signals.26 Coupling between ura-
nium and transition metal ions has been investigated, and
ferromagnetic communication between transition metal ions
and cubic U(IV) centers has been demonstrated in molecular
species.11,47-50,53-56 Also relevant to the work to be pre-
sented here, Anderson’s dinuclear complex [((MeC5H4)3U)2-
(μ-1,4-N2C6H4)] illustrates the viability of U(V)-U(V) mag-
netic exchange via f orbitals.57 Further advancement in this
area hinges on improving synthetic control over paramag-
netic uranium ligand field and spin-orbit parameters, so
as to optimize exchange coupling between uranium and
transition-metal species, and ultimately to control molecular
magnetic anisotropy.
The purpose of the present study is to investigate coordi-
nation geometry effects on U(IV) magnetic properties. It is
well-known that the 5f2 electronic configuration gives dia-
magnetic ground states when the U(IV) coordination geo-
metry is octahedral, but exhibits paramagnetic ground states
(S = 1) when the U(IV) ion is surrounded by a cubic ligand
field.48-50,52-56,58,59 We wondered if a trigonal bipyramidal
(tbp) coordination geometry may offer another way for
U(IV) to show paramagnetic ground states. In this case,
group theory predicts a doubly degenerate e00 ground state,
which should result in an S = 1 species.58 We note that
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