Inorganic Chemistry
Article
knowledge, these coupling rates are the fastest ever observed in
NiII → Ni0 reductive elimination processes.31 In fact, they are
too fast to be measured by NMR at 25 °C by applying the
initial rates method.
Consistent with the overall evidence and these computa-
tional results, it is reasonable to propose the structures in
solution depicted in Figure 4. For Pd, the structure in CH2Cl2
The dramatically different behavior of PR2(biaryl) and
PEWO ligands in the Ni-meter, in contrast to their similar
behavior in the Pd-meter, must probably have a structural
origin. In Pd, both types of ligand behave as chelating: For
PEWO ligands several X-ray diffraction PdII and Pd0 structures
of chelated complexes with E- or Z-coordinated olefin have
been reported,32 and many PdII and Pd0 complexes with
PR2(biaryl) ligands show Pd−Cipso chelating interactions with
the distal aryl (Pd−Cipso distances in the range of 2.19−2.60
Å).33 These interactions help to stabilize [Pd(aryl)XL] or
[Pd(aryl)R′L] intermediates in the catalytic cycles and support
their chelating coordination along the C−C coupling process
for both kinds of ligand.15
Figure 4. Proposed structures in CH2Cl2 solution for
[Pd(C6F5)2{PR2(biaryl)}] (A), [Ni(C6F5)2{PR2(biaryl)}(THF)]
(B), and [Ni(C6F5)2(R-PEWO)] (C).
solution of the complex with JohnPhos must be A, as observed
in the solid state by X-ray diffraction studies. For Ni and the
cis-(C6F5)2 structures in entries 10−17 (Table 2), the distal
aryl would be unable to chelate Ni in competence with the
smaller and harder THF (or eventually water), and structure B
is preferred, even in the presence of only low concentration of
THF or water. The lack of coordination of the distal aryl is
very detrimental for coupling, which becomes slow and allows
for faster hydrolysis. Finally, the chelate coordination of
PEWO (Table 2, entries 14−17) affords structure C for the
complexes in solution.
It is worth noting that the coupling power of the PEWO
ligands is much higher in Ni than in Pd, to the point that the
quantitative kinetic studies required the use of very low
temperatures (−22 to −53 °C, instead of 0 °C in Pd). This is
due to the gain in stability of the EWO olefin as the coupling
evolution starts, which is higher for a hard NiII → soft Ni0
process than for a soft PdII → soft Pd0 coupling. The measured
ΔG⧧(C6F5−C6F5)Ni barriers at the corresponding experimental
temperature used in each case (Table 3, column 2), are
There is no similar structural X-ray information available for
Ni complexes with these ligands, and we also have failed to
obtain single crystals in this work. The NMR spectra for these
complexes in CH2Cl2, in Ni/L = 1:2 solutions, always show
one free L and one coordinated L (entries 7−17). For the
PEWO complexes (entries 14−17) coordination of the olefin
group is clearly seen in the 1H NMR spectra, but the
PR2(biaryl) complexes with ligands 10−12 (entries 7−11)
1
show ill-defined broad H spectra perhaps associated to slow
conformational changes. The fact is that their chemical
behavior is very similar to that of PtBu3: formation of Ni/P
= 1:1 complexes in solution, NMR observation of 2 chemically
nonequivalent C6F5 groups, slow conversion, and much less
coupling than hydrolysis. This suggests that the PR2(biaryl) Ni
complexes are behaving in cis-[Ni(C6F5)2{PR2(biaryl)}] or cis-
[Ni(C6F5)2{PR2(biaryl)}(THF)] as bulky monodentate li-
gands, allowing for easy coordination of water and hydrolysis.
As an exception, fluorinated biaryl phosphine 13 in solution
forms a mixture of cis-[Ni(C6F5)2{PR2(biaryl)}(THF)] and
some trans-[Ni(C6F5)2{PR2(biaryl)}2] (entries 12 and 13), the
latter with two P-coordinated phosphines.28
In the lack of access to other experimental information, we
performed DFT calculations on the stabilization of the
potential Pd and Ni complexes formed by reaction of one
molecule of the ligand JohnPhos (10) to complex [M-
(C6F5)2(THF)2] (M = Pd and Ni), taking as the starting
complex in each case zero energy. The results in Table 2 show
Table 3. Experimental ΔG⧧(C6F5−C6F5)Ni (kcal × mol−1)
a
for Reductive Elimination of cis-[NiII(C6F5)2(THF)2] (1)
L
T (°C)
(C6F5)2/C6F5H (%)
ΔG⧧ at T
ΔG⧧ at 0 °C
THF
14
15
16
17
10
−53
−52
−22
−36
61:39
100:0
100:0
100:0
100:0
21.9
16.7
17.0
19.5
18.1
17.7
18.1
19.9
18.8
a
Promoted by PEWO ligands in Scheme 2, at the indicated
temperature.
Table 2. DFT Calculations for the Thermodynamic Effect of
Displacing 1 or 2 THF upon Addition of Ligand 10
a
compound
ΔΔG0
compound
ΔΔG0
collected in Table 3, column 4. Additionally, we determined
ΔH⧧(C6F5−C6F5)Ni and ΔS⧧(C6F5−C6F5)Ni for ligand 16 in
an experimental variable-temperature study. Assuming that the
ΔS⧧(C6F5−C6F5)Ni contribution is unlikely to change much
from one PEWO ligand to another, we could work out a
unified comparative scale at 0 °C (Table 3, column 5).
Comparing the data in Table 3 with those at 25 °C in Table
1, it is clear that lower temperatures increase the conversion
times but favor higher C6F5−C6F5:C6F5H ratios. The reference
complex 1 already shows this cooling effect, and lowering the
work temperature from 25 to 10 °C improves this ratio from
47:53 (in 4 h) in Table 1 to 61:39 (in 6 h) in Table 3. For the
PEWO ligands their reactions, carried out at temperatures
below −22 °C, are complete in about 8 h and do not show any
sign of hydrolysis.
[Pd(C6F5)2(THF)2]
[Pd(C6F5)2(THF)(L)]
[Pd(C6F5)2(L)]
In CH2Cl2 solution. L = JohnPhos. ΔΔG0 in kcal × mol−1.
0.0
−11.8
−6.6
[Ni(C6F5)2(THF)2]
[Ni(C6F5)2(THF)(L)]
[Ni(C6F5)2(L)]
0.0
−6.7
4.5
a
that in dichloromethane the replacement of one or the two
THF ligands in Pd produces more stable complexes,
supporting plausibility of chelation along the coupling
evolution. On the contrary, for Ni in dichloromethane the
calculations show that displacement of one THF is clearly
favorable, but displacement of the second is very disfavored,
supporting a monodentate coordination of JohnPhos, like
PtBu3, along the process.
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Inorg. Chem. 2020, 59, 18287−18294