m- and p-H of Ph) and 7.86 [4 H, ddd, 3J(PH) 14.3, 3J(HH) 8.0,
1
4J(HH) 1.6 Hz, o-H of Ph]; δC(CDCl3) 25.13 [d, J(PC) 66.1,
Table 1 Crystallographic data
3
2
CH3], 128.75 [d, J(PC) 13.2, Cm], 131.00 [d, J(PC) 11.6, Co],
132.25 [d, 4J(PC) 3.2, Cp] and 134.48 [d, 1J(PC) 101.2 Hz, Cipso];
δP(CDCl3): 51.3 [d, 2J(PP) 22.8, PhPS] and 63.9 [d, 2J(PP) 22.8
Hz, MePS]; EI mass spectrum m/z 325 (100, Mϩ), 292 (58,
Me2Ph2P2SNϩ), 217 (50, Ph2PSϩ), 216 (72, Me2PhP2SNHϩ), 183
(32, Me2PNPPhϩ), 139 (49, Me2P2SNHϩ), 122 (29, PhPNϩ),
107 (16, Me2PSNϩ) and 93 (32%, Me2PSϩ).
NH(SPMe2)-
(SPPh2)
[Co{(SPMe2)-
(SPPh2)N}2]
Molecular formula
M
Space group
a/Å
b/Å
c/Å
C14H17NP2S2
325.36
C2/c
26.582(9)
9.11(1)
16.18(2)
120.42(4)
3379(6)
8
1.28
4.91
1360.0
50
3262
C28H32CoN2P4S4
707.34
P21/c
15.09(1)
11.95(1)
19.132(6)
106.75(3)
3301(4)
4
1.42
9.74
1460.0
50
6374
K[(SPMe2)(SPPh2)N]. This compound was prepared as
described earlier,10 from the free acid and KOBut in refluxing
benzene, m.p. = 251–253 ЊC. For IR and NMR (1H, 13C, 31P)
data see ref. 10.
β/Њ
U/Å3
Z
Dc/g cmϪ3
µ(Mo-Kα)/cmϪ1
F(000)
[Co{(SPMe2)(SPPh2)N}2]. Clear methanolic solutions con-
taining CoCl2ؒ6H2O (0.013 g, 0.055 mmol, in 15 cm3 MeOH)
and K[(SPMe2)(SPPh2)N] (0.04 g, 0.11 mmol, in 15 cm3
MeOH) were mixed and the mixture changed immediately from
pink to deep blue. It was stirred for 2 h at room temperature.
The blue solid which deposited was then filtered off and
recrystallized from benezene to give [Co{(SPMe2)(SPPh2)N}2]
as blue crystals (0.03 g, 77%), m.p. 172–173 ЊC (Found: C,
47.17; H, 4.66; N, 3.73. C28H32CoN2P4S4 requires C, 47.53; H,
4.56; N, 3.96%); IR (cmϪ1) νasym(P2N) 1195vs (br), ν(PC) 750m,
710m, 690vs, ν(PhPS) 565s, ν(MePS) 520s, ν(CoS) 380w,
340mw, 330m; electronic (CHCl3, cmϪ1) 15 974, 14 184 and
13 193 (sh); FAB (ϩ) mass spectrum m/z 708 (83, M ϩ Hϩ),
707 (60, Mϩ), 383 {100, Co[(SPMe2)(SPPh2)N]ϩ}, 324 [16,
(SPMe2)(SPPh2)Nϩ], 292 (20, Me2Ph2P2SNϩ), 260 (4,
Me2Ph2P2Nϩ), 217 (9, Ph2PSϩ), 154 (97, Ph2ϩ), 138 (49,
Me2P2SNϩ), 137 (52, MePhPNϩ), 107 (17, Me2PSNϩ), 93 (3,
Me2PSϩ) and 77 (15%, Phϩ).
2θmax/Њ
Reflections measured
Reflections observed
[Fo2 у 3σ(Fo)2], No
Parameters refined, Np
R
1252
2161
175
232
0.0599
0.0593
1.66
0.0659
0.0599
1.54
RЈa
Goodness of fit, Sb
a w = 1/σ2(Fo). b [Σ(|Fo| Ϫ |Fc|)/σ]/(No Ϫ Np).
N
+ 2 LiBu
+ Me2P(S)Cl
Ph2P
PMe2
S Li+
2 H2N(S)PPh2
2 Li[HN(S)PPh2]
– 2 C4H10
– H2N(S)PPh2, LiCl
–
S
– LiCl + HCl
H
N
Ph2P
PMe2
S
S
Crystallography
Scheme 1
A colourless block crystal of NH(SPMe2)(SPPh2) and a blue
block crystal of [Co{(SPMe2)(SPPh2)N}2], which had been
grown from CHCl3–n-hexane mixtures, were mounted on glass
fibres and sealed with epoxy glue. Data were collected at room
temperature on a Rigaku AFC5R diffractomer with graphite-
monochromated Mo-Kα radiation (λ = 0.710 73 Å), operating
at 50 kV and 35 mA, using the ω–2θ scan technique. Cell con-
stants and an orientation matrix for data collection, obtained
from 24 carefully centred reflections, corresponded to mono-
clinic cells of dimensions given in Table 1. On the basis of
statistical analyses of intensity distributions and the successful
solution and refinement of the structure, the space groups were
determined to be C2/c (no. 15) and P21/c (no. 14) respectively
(Table 1).
parameter shift was 0.001 times its estimated standard devi-
ation) with unweighted and weighted agreement factors of
R = Σ(|Fo| Ϫ |Fc|)/Σ|Fo| = 0.0599 and 0.0659 and RЈ = [Σw(|Fo| Ϫ
¹
2
²
2
|Fc|) /ΣwFo ] = 0.0593 and 0.0599. The standard deviations of
an observation of unit weight were 1.66 and 1.54. The weight-
ing scheme was based on counting statistics and included a
factor (p = 0.004 and 0.015) to downweight the intense reflec-
tions. Plots of Σw(|Fo| Ϫ |Fc|)2 versus |Fo|, reflection order in data
collection, (sin θ)/λ, and various classes of indices showed no
unusual trends. The maximum and minimum peaks on the final
Fourier-difference map corresponded to 0.51 and Ϫ0.48, and
0.55 and Ϫ0.56 e ÅϪ3. All calculations were performed using the
TEXSAN15 crystallographic software package.
Of the 3262 reflections for compound NH(SPMe2)(SPPh2)
and 6374 for [Co{(SPMe2)(SPPh2)N}2] which were collected,
3185 and 6130 were unique. The intensities of three represent-
ative reflections measured after every 150 remained constant
throughout data collection indicating crystal and electronic
stability (no decay correction was applied). Empirical absorp-
tion corrections based on azimuthal scans of several reflections
were applied which resulted in transmission factors ranging
from 0.67 to 1.00 and 0.66 to 1.00. The data were corrected for
Lorentz-polarization effects.
CCDC reference number 186/762. Structure-factor tables are
available from the authors.
Results and Discussion
The synthesis of NH(SPMe2)(SPPh2) was previously reported
by Schimdpeter and Ebeling13 based on the reaction of
Ph2P(S)NH2 with Me2P(S)Cl, in the presence of KOBut. We
prepared the same compound using a new procedure (Scheme
1), i.e. the reaction of the lithiated amide Li[HN(S)PPh2] with
Me2P(S)Cl, in a diethyl ether–n-hexane mixture. Since LiBu is
soluble in diethyl ether, its use instead of KOBut 13 allows a
better contact between the reactants and improves the yield
considerably. This method is also very versatile since various
phosphorus amides and chlorides might be used in the coupling
reaction. A series of compounds of the type NH(XPR2)-
(YPRЈ2) (X = O or S, R, RЈ = Me or Ph) has been prepared in
our laboratory and work is in progress to prepare similar
derivatives containing selenium as a second chalcogen atom.
The IR and 31P NMR spectra of NH(SPMe2)(SPPh2) have
previously been described and discussed in comparison with
The structures were solved by direct methods.14 For both
molecules, all of the non-hydrogen atoms were treated aniso-
tropically with the exception of the carbon atoms of the phenyl
rings in the cobalt complex. The hydrogen atom attached to
nitrogen was found from the difference map while all other
hydrogen atoms were included in their idealized positions with
C᎐H set at 0.95 Å and with isotropic thermal parameters 1.2
times that of the carbon atom to which they were attached.
The final cycle of full-matrix least-squares refinement was
based on 1252 and 2161 observed reflections [I > 3.00σ(I)] and
175 and 232 (for 2) variable parameters and converged (largest
74
J. Chem. Soc., Dalton Trans., 1998, Pages 73–78