Jouma1ofMokcularStructure,46(1978)18~195 0 Elsevier Scientific Publishing Company, Amsterdam - Printed in The Netherlands
189
PMR STUDIES ON OXYGEN-IRON COMPLEXES
A. O?AROmSKt , JE2owsKA : TRZEBIATOWSKA, Institute of Chemistry, Wroc2.a~ University,
B,
II.
LATOS-GRAikNsEI
Wroc%aw, Poland
ABSTRACT
The binuclear owgen bridged iron(II1) complexes containing seven-membered chelate rings have been prepared and investigated by means of the magnetic susceptibility measurements in solid state and by the PMR technique in deuterochloroform solutions. Both the magnetic and PMR data have been interpreted in terns of equations derived from the Hefsenberg Hamiltonian E JS,S2 . The exchange integrals, J, and the contact hyperfine interaction constants, A, have been evaluated.
INTRODUCTION
The iron(II1) ions are able to form the binuclear oxygen bridged complexes of the general formula (Fe,,,0 , where ligands coordinating via nitrogen or via both nitrogen and oxygen atoms are attached to the metal. /ref. I/ Among the binuclear compounds one can distinguish a group of the complexes of Schiff bases as very interesting from the stereochemical point of view. These compounds have been extensively studied in the recent years, mainly by the magnetic susceptibility measurements and IX spectroscopy. /ref. 1-4 / The NMR method which is expected to lead to the information on the electronic states of the metal centers and on the electron delocalisation mechanisms, has also been used in several cases. /ref. 1,5,6 / In this paper we report the results of the magnetic and NMR studies on the binuclear oxygen bridged iron
190
ptrescine /tetramethylenediamine / Par comparative studies the binuclear iron(II1) compounds of salen, salpn and phenen have also been synthesised. The abbreviations used in this paper are elucidated in Fig. 1.
Fig. 7. The general structure of thEdligands: salen: n = 2, salput: n = 4, vanput: n = 4, the 3 proton of benzene ring replaced by -OCH3, phenent n = 2, asomethine proton replaced - instesd of -(5H2)n-* salpn: -CH@H-CH3 The complexes (Fesalput)20 and (Fwanput)20 contain the seven membered chelate rings FeNCCCCX, which are very rarely encountered in the coordination chemistry. / ref. 7,8 / SYNTHESIS The compound (Fesalen)20 was prepared as previously described, / ref. 2 / and recrystallized from chloroform. (Fesalput)20, (Fevanput)20, (Fephenen)20 and (Fesalpn)20 were prepared by hydrolysis of appropriate mononuclear compounds by KOH in methanolic solutions. / ref. I,2 / When using trimethglenediamine to prepare the Schiff base, we were not able to synthesise any binuclear complex by any of the published synthetic methods. /ref. I,2 / On the other hahd, the ligands deriving from penta- and hexamethylenediamine formed the unsoluble, most probably polymeric compounds. Thus, only the Schiff bases deriving from ethylenediamine and tetramethylenediamine are able to form the binuclear oxygen bridged complexes with iron(II1). The complexes (Fesalput) 0 and (Fevanput)20 crystallized from CHC13 form adducts (Fesalpu%)20eCHC13 and (Fevanput)20.CHC13, which are stable for several weeks, while the compounds crystallized from CH2C12 contain only traces of the solvent.
The magnetic susceptibility measurements over the temperature range 77 - 295 K were made by the Gouy method. Hg[Co(SCN)Jwas
191
used
as calibrant,
field The
The
susceptibilities
were
independent
on the
strength, diamagnetic , vanput
following
-162-104
salput
The Nb5R spectra
were
COrreCtiOnS for the ligands-were -199=10?6 t phenen -162~10~6.
as the internal
10.8
ppm was
Calibrated
were
performed
over
the temperature
using glgcol
were
isotropic
The
saturated
sweep
width
technique.
108 and
The measurements
deuterochloroform
solutions
215 0 322 IL Probe temperature was varied and was C8libr8ted with ethylene -3 8ccessory,
VT
and methanol
ligands
reference.
by the sideband
for almost
the JES
on the JEOL PS 100 spectrometer.
recorded
TMS 88s used
used:
used
shifts
range
samples
by standard
as diamagnetic for
procedures.
references
The free
to calculate
the
the complexes.
l?BSULTS AND DISCuSSIC3N The Heisenberg-Dirac-Van of the magnetic equation
Vleck
susceptibility
derived
in this
theory
data.
theory
for
of monomeric
impurities,
lity
affects
strongly
have
written
a computer
squares meric
method
the exchange
impurities,
iron(IIS)compounds, l8t8r and
by Hanson
196 cm 4
t%vsly
were
the formula stat8 PMR
/ref.
J, and the
Zs
some
susceptibi-
integrals,
we
by the le8St contents
of mono-
was
from taken
of 8 high-spin
of J equal
to 200
8nd (Fevanput)20*6hG13,
the fitting
procedures.
8s 2, as expected
iron(III) ion.
for
respecThe g value in
the 6A,(6S)
ground
/ref. l-13/
spectra A theory
been
of the temperature
d8V8lOp8d
/ ref.
5,6/
dependence
for a given
system, using the HDVV model. aW v= H
magnetic
calculates
The values
??/.
@esalput)20~6HCZ13
obtained 0)
integral,
H = JS,S,
always
of exchsnge
which
to account
susceptibility
Such a method, which is very useful for binuclear was used in our previous paper /ref. 10/ 8nd
8t 81.
for
high
used
. The
contain
their
the calculation programme
9/
the Hamiltonian
Where S varies from IS,S2\ to S,+S2. Since the binuclear iron(III)complexes admixture
is usually
/ ref.
g$h 6g&kT
.
of the
proton
contact
@+I)
has
in the binuclear
The calculated expression >-A(S)C2S+1)(S+1)Sexp(-JS(S+'1)/2~) >
shift
for&H/E is <2)
exp(-JScT';+l)K2kT))
192
,
70
I
40 SHIFT
1
,
(0
(ppm)
0
Pig, 2, Left: The low-field pax& of the B&R spectrum for (F8Salput)20, Right: The temperature dependencies of the contact shifts for the gfotons of benzene ring 4HGI>, GHCB), s(C); The solid lines were calculated for the parameters given in Tab18
210
250
?.
300 T(K)
gig. 3. The temperature
dependencies of the contact shifts the protons from the -CHkI?- gPOUp /left/ and from =%C+ fright/ in (Fesalput&O. for
There are opposfng Vf9Ws on the theoretical interpretation of the contact shift data, / ref,l/ Blrurrag /ref. 1,5/, Boyd and Smith /ref. %!/ use on8 A value to describe the Bystem, While La Mar / ref. 61 and Wicholas /ref. 13/ use different A&> values for each spin state, The fitting prOcedur8s allOW to d8t8mLin8 the J and A(S) values using eq. 2. The J values obtained in this way by many authors are sometimes 35 % bigger than those calculat8d from the magnetic SUSC8ptibiliiXy data of solids. /ref., 5,12/
193
This fact was thought to be due to the straightening of the F&Fe bridge in solution../ref. I/ However, our current works do elimiWe have found, that the change of the FeOFe nate this possibilitg. angle from 144' for
=ELCH2- groups
The protons of the methylens group bound to the nitrogen give two lines, their isotropic shifts are equal to 35.9 and 15.2 ppm, respectively.
194
The hyperfine coupling constants for (Fesalput) 0 calculated for both models - with one A value and with differe g t A for various spin states", assuming J = 200 cm-1 L&CHA.lO+Hz -Al A2 A3
11.18
4;.Sf 3145
=NCHo-_; 5.91 5.92 5.97 5.43
2.14 2.11 2.02 3.54
4H 0.86 oo:z1.03
5H -0.82 -0.76 -0.89 -1.00
-6H 0.40 0.36 0.47 0.46
x In this case the summation in eq.2 ran over the spin states with S = O,l,2,3 since the states with S = 4 and 5 contribute nothing to the contact shifts. Considerably smaller splitting of methylene group8 is observed for /22.0 and 17.0 ppm, respectively/ /this paper and ref.6/ (Fesalen]20 This splitting may be due to the angular dependence of the contact shift for a system of6 bandings, like in the nickel complexes /ref. 16,17/ The similar dependence was found in aromatic systems. /ref. 18,19/. The coupling constant A depends on the angle built by the planes FeNC and NCE /ref. 16/ : A = B, + Bcos'@ 01 B. is usually equal to zero. /ref.16/ Us&ng eq.3 the values for both protons in =NCH2- group in@'esalput>20 were calculated: @l=53.30 and.@2=@l+1200= 173.3o, and B =5.98.105Hx. The coupling constants for methylene protons were then calculated for (Fesalen)20 for the values found from the published X - ray data: /ref.31 A axial =0.71=105 Rz,@=69.9', Aequatorial =5.68.105 Hz,@=l92.9'. The paramagnetic shifts calculated for above A and J =I90 cm-'/ref.2/ are in discrepancy with the experimental data /ref. 6/. However, the average arithmetic value of the calculated shifts /20.6 ppm/ is close to that measured /lg.5 ppm/ The same we have found for the monomeric complex (FerCMesale&!H CCC /ref. 6/. Such results 3 suggest the equilibrium between two possible conformations of the. five-membered chelate ring - K and K'in Pesalen complexes. The averaging of the methylene group signals in (Fesalen)20 could be also explained in terns of assumption that the chelate ring in solution was more planar than in the solid phase. The seven-membered chelate ring in @esalput)20, which is made additionally more rigid by the six-membered rings FeNCCCO can not, doubtless become planar in solution, and most probably it is unable to change its conformation.
195
1. II, S. Murray, Coord.- Chem. Rev. 12 /1974/ 1 2. J, Lewis, F. E. Mabds, A. Richards, J. Chem. Sot. /1967/1014 .F. E. i%abbs, V. Ni McBachlan 3. P. Coggon, A. T. &&hail J, Chem. Sot. A /1971/ 1614 4. A. Van den Bergen, K.S. Murray, 3. 0. West, Aust. J. mem 21/?9@31 151'1 5. P.D.W. Bosd, K.S. Murray, 3. Chem. Sec. A /197-J/ 2711 6. G. La Mar, G.R. Eaton, R.H. Holm, F.A. Walker J. Am. Chem. Sot. 95 /1973/ 63 7. P. Naksgama, Shun~ichiro Qoi, E. Kuroga, Bull. Chem. SUC. Japan 49/I/ /1976/ '151 8. Y. Nakayama, K. Matsumoto, Shun'ichiro Oof, H. KuroYa, J, Chem. Sot. Chem. Commun. /1973/ 170 9. J. S. Griffith, Struct. Bonding /Berlin/ 10 /1972/ 87 10. B. Jeaozska-Trzebiatoaska, A. OBarowski, H. Kozkowski, T. Cuk%erda, 5. Hanuza, J. Inorg. Rucl, Chem. 38 /1976/ 1447 11. M. V. Hanson, W. E. Marsh, G. 0, Carlisle, Inorg. Rucl. Chem. setters, 13 /1977/ 277 12, P. D, W. Bogd, T. D. Smith, Inorg. Chem. 10 /I9711 2041 13. M. Wicholas, R. kIustacich, D. Jagne, 5. Am. Chem. Sot. 94 /1972/ 4518 14. J. E. Davies, B.M. Gatehouse, Cryst. Struct. Commun. 1 /1972/ 115 13. To be published 16. J. E, S-arneski, Ch. B. Relllez, Inorg. Chem. 13 /1974/ 977 17. I,. Pratt, 3.13, Smith, Trams. Faraday Sot. 65 119691 915 18. R. Knorr, A. Weis, J. Chem. Sot., Chem. Commun. 11977/ 173 19. R, Knorrc A. WeZs, H. Polzer, E, Bischfer, 5. Am. Chem, Sot. 97 /1975/ 643