Karlheinz
Sünkel
*,
Stephanie
Bernhartzeder
and
Susanna
Schubert
Depatment Chemistry, Ludwig Maximilians University Munich, Butenandtstr. 5-13, 81377 Munich, Germany. E-mail: suenk@cup.uni-muenchen.de
First published on 22nd August 2025
The reaction of AgSbF6 with the cymantrenyl hydrosilanes [Mn{C5Br5−n(SiMe2H)n}(CO)3] (n = 1–5) gives the corresponding fluorosilanes. With the ferrocenylhydrosilanes [Fe{C5Br5−n(SiMe2H)n}(C5H5)] fluorination and oxidation to give the ferricenium salts [Fe{C5Br5−n(SiMe2F)n}(C5H5)]+SbF6− (n = 1–5) occurs. Reaction of the latter with cobaltocene gives the corresponding neutral fluorosilanes. All compounds were characterized by a combination of NMR methods (1H, 13C{1H} and 19F; sometimes also 29Si) and in part as well by IR and HR mass spectrometry. The reactivity of the cymantrenyl fluorosilanes towards carbanions and MeOH was studied. X-ray diffraction analysis of [Mn{C5Br5−n(SiMe2F)n}(CO)3] (n = 4–5) shows paddle-wheel orientations of the SiMe2F groups.
While the reaction of the salts Ph3C+(WCA)− (WCA = weakly coordinating anion) with hydrosilanes can lead to the formation of silylium ions, when no easily accessible fluorides are part of the WCA,33 trityl salts with anions like BF4− or SbF6− give only the corresponding fluorosilanes. The reaction of 1a–d with Ph3CSbF6 yielded the desired fluorosilanes 3a–3d always contaminated with Ph3CH (in case of the reaction with 1d, also the partial hydrolysis product 9b was observed, vide infra). All attempts to separate the compounds met with failure (Scheme 1).
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Scheme 1 Reaction of the cymantrenyl-hydrosilanes 1a–1d with Ph3CSbF6. For the structures of the fluorosilanes see Scheme 2. |
Although the use of AgBF4 as a fluorination reagent for an optically active hydrosilane was noted already in 1969,22 and the use of AgSbF6 for the fluorination of a triorganotin hydride was mentioned in 1984,34 both silver salts apparently have never been used for this purpose again. Still, as both are available commercially, we decided to look into their reactivity towards metallocenyl-hydrosilanes. First, we studied the cheaper AgBF4. However, we found, that this reaction took a very long time, at least at room temperature, and after several days, still unreacted hydrosilanes could be found in the product. Particularly, in the reaction of pentakis(dimethylsilyl)ferrocene, 2e, with 5.5 equivalents of AgBF4 for 24 h, and standard work-up (see Experimental part) single crystals could be obtained, that contained according to its mass spectra all members of the series [CpFe{C5(SiMe2H)n(SiMe2F)5−n}] (n = 0–5).
Thus, we turned to AgSbF6 as a fluorination reagent. With 1a in CH2Cl2, we could observe rapid formation of elementary silver. After work-up, a mixture of 3a and the dinuclear disiloxane [(OC)3Mn(C5Br4SiMe2)]2O (9e) was obtained.
When the other silylated bromocymantrenes [Mn{C5Br5−n(SiMe2H)n}(CO)3] (1b–e, n = 2–5) were treated with an excess (with respect to the number of hydrosilyl groups) of AgSbF6 in CH2Cl2, the corresponding fluorosilylcymantrenes 3b–e could be obtained in medium to excellent yields (for structural drawings, see Scheme 2). For comparison, we treated also [Mn{C5H(SiMe2)4}(CO)3] (1f) with AgSbF6 and obtained the expected product of fluorination [Mn{C5H(SiMe2F)4}(CO)3] (5d) in 51% yield. Careful examination of the NMR spectra showed, that sometimes the products of partial desilylation were also formed (e.g.5b in the reaction of 1c, or 5d in the reaction of 1e) (Scheme 3).
Next, we looked at the ferrocene system. Here some complications might be expected, due to the known ability of AgSbF6 to act as a strong oxidant towards substituted ferrocenes to giveferricenium salts.35 In a first experiment, we treated [Fe{C5(SiMe2H)5}(C5H5)] (2e) in CH2Cl2 with 5.5 equivalents AgSbF6. A bluish green solid was obtained, insoluble in hexane, nearly insoluble in CH2Cl2 and soluble in water with blue colour, which gradually disappeared. Extraction of the aqueous phase with hexane yielded, after evaporation in vacuo, only ferrocene. We concluded that the silver ion had oxidized the ferrocene to a ferricenium species, which was unstable in water. Therefore, we decided to reduce the primary oxidation product with cobaltocene. This time, we examined [Fe{C5Br3(SiMe2H)2}(C5H5)] (2b). After reaction with 2.5 eq. AgSbF6 in CH2Cl2 a dark green oil was obtained, which was re-dissolved in CH2Cl2 and treated with a hexane solution of cobaltocene, which yielded nearly immediately a yellow solution. Evaporation of solvent gave [Fe{C5Br3(SiMe2F)2}(C5H5)] (4b) in approximately 40% yield as a yellow oil (Scheme 4). The observed contamination with 6a and 6b (and very small amounts of IIIb) was due both to impurities in the starting material 2b and partial desilylation reactions.
Since this approach was successful, we repeated it for all members of the series [Fe{C5Br5−n(SiMe2H)n}(C5H5)] (n = 1–5, 2a–2e) and obtained the corresponding fluorosilanes [Fe{C5Br5−n(SiMe2F)n}(C5H5)] (n = 1–5, 4a–e) (for structural formulae, see Scheme 2).
The desired fluorosilanes were always contaminated by products of partial desilylation. These desilylation reactions were most likely due to a reaction of the generated SbF5 with adventitious moisture present in the solvent, which led to formation of HF, or, in part, to corresponding reactions on the silicagel chromatographic columns. Unfortunately, due to unknown reasons, all products of the reduction step with cobaltocene, were also contaminated with small amounts of phthalate esters (mostly bis(isooctyl)phthalate). Attempts to separate these compounds by chromatography met with failure.
A quite unusual reaction was observed for compound 3e. Some of the single crystals, that had been obtained by recrystallization from hexane/MeOH solution and apparently contained some liquid MeOH in a specimen, were left standing in air for a couple of weeks. A 1H-NMR spectrum, taken of the meanwhile “weathered” crystals, showed besides the original 3e also the presence of [Mn{C5H(SiMe2OMe)4}(CO)3] (11a) and [Mn{C5H(SiMe2OMe)2(Si2Me4O)}(CO)3] (11b). Apparently, the MeOH had induced partial desilylation, methanolysis of the Si–F bond and oxadisilole formation between neighbouring SiMe2OMe groups.
We studied also the reactivity of 3c and 3d towards LiMe and of 3e towards AlMe3. The reaction of 3c with LiMe yielded a mixture of 12a, 12b and [Mn{C5H3(SiMe3)2}(CO)3] 12e, while the reaction of 3d with LiMe gave a mixture of several compounds, with [Mn{C5H(SiMe3)4}(CO)3] (12f) and 12d as major components. Compounds 12a,b and 12f had been prepared by us earlier on a different route.42,43 But the pentasubstituted 3e did not even react with AlMe3 to give any SiMe3 compounds, and 3e could be recovered unchanged in 60% yield.
The two diastereotopic pairs of methyl groups at the SiMe2F groups in 1,2 positions appear as two broad “triplets”, which overlap with the doublet of the two enantiotopic methyl groups at the “isolated” SiMe2F group at 4-position. The overlap can be removed by measuring the spectrum at 500 MHz (see Fig. S9), but not the “strange” appearance of the triplets. A first-order analysis (as indicated in the left half of Fig. 1) would yield an interpretation of the “triplet” as a “doublet of doublets” with 3JH–F′ ≈ 6JH–F′ = 3.7 Hz, which does not make sense in comparison with the coupling constants found in compounds 3a,b and 4a,b. Unfortunately, we neither have access to NMR simulation programs capable of simulating such an A3A′3B3B′3C3C′3XX′Y spin system nor computational capabilities to perform these calculations. Also, the 13C{1H} NMR spectra of compounds 3c and 4c have to be treated as higher order spectra (Fig. 2 and S23). There are two apparent “triplets” for the two diastereotopic methyl carbons of the SiMe2F groups in 1,2 position and one doublet for the enantiotopic methyl carbons of the SiMe2F group in position 4.
First order analysis, as indicated in the (left) spectrum of 3c, would yield apparent coupling constants 2JC–F ≈ 5JC–F for the diastereotopic methyl groups of ca. 8.5 and 10.0 Hz, respectively, and 2JC–F = 15.1 Hz for the isolated SiMe2F group. Analogous interpretation of the spectrum of compound 4c would yield identical values. Comparison with the JC–F values found for compounds 3a,b and 4a,b shows, that at least a first order interpretation of the “triplet” signals is not appropriate. Therefore, the observed spectra have to be interpreted as overlap of AXYZ, BXYZ and CXYZ spectra (due to the fact, that for statistical reasons only one of the methyl carbons can be a 13C isotop, the totally 13C enriched AA′BB′CXX′Y changes to three different isotopomers, and the XX′Y fluorine part changes to XYZ44). Careful inspection of the spectrum of 4c shows also the presence of “satellites” due to 1JC–Si couplings of ca. 50 Hz for the “triplets” and 60 Hz for the “doublet”. The C5H5 ligand in 4c is observed in both 1H and 13C{1H} NMR spectra as a singlet, with peak widths of 0.84 and 3.25 Hz, respectively. The 19F NMR spectra of both compounds show two signals with relative intensities of 2:
1. Both signals are broad with no resolvable fine structure for compound 3c. However, for compound 4c, the stronger signal is partially resolved, and the weaker signal appears as a well-resolved septet with 3JF–H = 7.6 Hz (Fig. S14 and S19).
In addition to the complications by the higher order spin system (A3A′3B3B′3XX′)(C3C′3D3D′3YY′), further complications arise by dynamic effects due to hindered rotations of the individual SiMe2F groups, as can be seen in the VT NMR spectra of 3d (vide infra).
The 13C{1H} NMR spectrum of compound 3d shows 16 lines in the SiCH3 region (Fig. S24; unfortunately, no expanded view is available), while for compound 4d twelve peaks can be resolved (Fig. 4). From theory, the spectrum in the SiCH3 region should be an overlap of (AXYZW), (BXYZW), (CXYZW) and (DXYZW) spin systems. The C5H5 signal for compound 4d appears in both 1H and 13C{1H} as a singlet, with peak widths of 1.90 Hz and 3.06 Hz, respectively. In comparison with the 1H NMR spectra of 4b and 4c, this is a significant line broadening, which hints to a reduction of the free rotation of the C5H5 ring around the Fe-centroid axis.
The 19F NMR spectra of 3d and 4d show two well separated (Δδ = 9.1 and 6.5 ppm, respectively) broad singlets (for compound 4d peak widths of 30 and 24 Hz, respectively) with relative intensity 1:
1 (Fig. S15 and S20).
The 1H and 13C{1H} NMR room temperature spectra of the bromine-free compound 5d show similar broad signals as the bromo compound 3d (Fig. 5). Particularly, the 1H NMR spectra look very similar, with just the relative positions of the “doublets” and “triplets” exchanged.
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Fig. 5 Room temperature 1H (left) and 13C{1H} NMR spectra (SiCH3 region, at 270 and 67.9 MHz, respectively) of compound 5d. |
A formal first-order analysis might extract eight doublets each from both spectra, however, complications arise here again from dynamic line broadening effects, as can be seen in the VT NMR spectra (vide infra). The room temperature 19F NMR spectrum at 376 MHz shows one broad singlet (half width ca. 300 Hz) and a partially resolved multiplet with relative intensities 1:
1 (Fig. S16).
At r.t., both 1H and 13C{1H} NMR spectra of compound 3e show two broad unresolved multiplets for the SiMe2F groups, besides a singlet for the Mn(CO)3 carbon atoms and a poorly resolved multiplet for the cyclopentadienyl carbon atoms (Fig. S5 and S25). The expected spin systems (A3B3X)(A′3B′3X′)2(A′′3B′′3X′′)2 for the SiMe2F protons, overlap of a (AXX′2X′′2) with a (BXX′2X′′2) system for the SiMe2F carbon atoms and a (MXX′2X′′2) for the cyclopentadienyl ring carbon atoms together with the effects of possibly hindered rotations make a detailed analysis of these spectra impossible. However, on cooling to −10 °C the 1H NMR spectrum changes to a triplet (J = 7.3 Hz) and a doublet-of-doublets (J = 7.0 and 6.9 Hz)-structure (Fig. 6, further discussion in the VT section).
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Fig. 6 1H spectrum of compound 3e (SiCH3 region, at 270 MHz, −20 °C; S and W are the impurities silicon grease and water). |
Unfortunately, the NMR samples studied for compound 4e were contaminated by 4d and 6d, and therefore a reliable exact analysis of its NMR spectra is not possible. However, some general features can be discussed. In the room temperature 1H NMR spectrum (in C6D6, 270 MHz), the SiMe2F methyl protons appear as a broad unresolved “singlet” (half width ca. 17 Hz) and the C5H5 protons as an extremely broad (half with 58 Hz) signal (Fig. S11). When the same compound is measured at −70 °C (in toluene-d8, 400 MHz), the methyl protons appear as two doublets of doublets. Measurement of the 13C{1H} NMR spectrum at −70 °C (in toluene-d8, 101 MHz), gives for the methyl carbon atoms 8 lines, which can also be interpreted as two doublets of doublets (Fig. 7).
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Fig. 7 Low temperature (−70 °C) 1H (top) and 13C{1H} (bottom) NMR spectra of compound 4e (SiCH3 region, at 400 and 101 MHz, respectively). |
The obvious similarity of the LT 1H and 13C{1H} NMR spectra in the SiMe2F region is on first sight not compatible with the expected spin systems, as explained above for the spectra of compound 3e. The appearance of “doublets of doublets” with similar couplings (1H: δ = 0.68 (dd, JH–F = 8.4 and 6.9 Hz), 0.55 (dd, JH–F = 8.3 and 5.4 Hz); 13C{1H}: δ = 2.93 (dd, JC–F = 16.0 and 10.0 Hz), 2.68 (dd, JC–F = 16.5 and 14.2 Hz)) suggests, that each methyl group “sees” two fluorine atoms, and coupling occurs “through space”. Further long-range couplings are apparently too small to be resolved. This is reminiscent of the spectra obtained for [Mo{C6(SiMe2F)6}(CO)3], described by Sakurai et al. some 30 years ago.51 However, in that complex only triplets (1H) or unresolved multiplets (13C) were obtained for the methyl groups at r.t., while for the free ligand at r.t. septets were observed. This difference was explained by the assumption, that a “merry-go-round” of the F atoms around the periphery of the free ligand, which makes all F atoms equivalent, was no longer possible in the coordinated ligand. It should be noted, however, that a “gear-meshed” rotation of the SiMe2F groups is possible for six-membered rings, but not for five-membered ones (parity rule for gear trains45).
When a toluene solution of 4d is gradually cooled down, the “triplet” feature broadens first and loses its multiplet appearance, then both signals become broader and unresolved, and finally only a broad singlet with an extremely broad shoulder can be observed at −70 °C (Fig. S32). On the other hand, if the solution is heated to +70 °C, both signals get better resolved. Unfortunately, instrument limitations did not allow for extension to both higher and lower temperatures. The observed behaviour is very unusual-opposite to what would be expected, and at present we have no explanation for it.
However, when a toluene solution of 3e is gradually cooled down from r.t. to −20 °C and the heated to +45 °C, a behaviour like expected can be observed (Fig. S33): on cooling the broad doublet feature observed at r.t. gets better resolved and a triplet (which actually might be a poorly resolved doublet of doublets) and a doublet of doublets appear at −20 °C. On heating the broad “doublet” coalesces to a singlet at 45 °C. Further heating to 70 °C or cooling to −78 °C does not change the appearance of the spectra (only slight “sharpening” of the “singlet” is observed at +70 °C). Again, due to instrumental limitations, it is not possible to say, if and towards which multiplicity the broad singlet might change at higher temperatures. We also had a look at the Cp region of the 13C{1H} spectra at three temperatures (Fig. S34): quite unexpected, the appearance of the quaternary Cp signal did not change significantly both when going to high or to low temperature: two poorly resolved multiplets were observed at all temperatures, with the signals at high temperature showed less resolution than the ones at low temperature, as might be expected.
Cooling a toluene solution of 5d from r.t. to −20 °C resulted in the appearance of three broad doublets, which broadened even more on going to −70 °C yielding finally three broad singlets (Fig. S35). On the other hand, heating this solution to 60 °C resulted also in broadening, but the appearance as “doublet” and “triplet” remained. When looking at the 19F NMR spectra at r.t. and −80 °C, the appearance as two unresolved singlets did not change. However, the difference in chemical shifts between these singlets slightly increased on cooling down.
A VT 19F NMR study of the ferrocene derivative 4d (contaminated with 6d) showed two broad singlets at r.t. (half widths ca. 33 Hz), that collapsed at −70 °C to two extremely broad (half widths 777 and 300 Hz, respectively) signals with no fine structure, that nearly disappeared in the noise (Fig. S36).
Similarly, when a toluene solution of a 2:
1 mixture of 4d and 4e was cooled from r.t. to −70 °C, the broad singlet for the C5H5 protons (half width 9.3 Hz) split up into two sharper singlets (half widths ca. 3.9 Hz). While the appearance of the SiMe2F multiplets also changed upon cooling, due to the severe overlap of the multiplet signals no further discussion is possible (Fig. S37). It should be noted, that the assignment of the Cp signals to compounds 4d and 4e is based on comparison with purer samples of both species, and also to the corresponding 13C and mass spectra. Still, it is hard to imagine, why the signals are broadened at r.t. An exchange between compounds 4d and 4e seems chemically impossible, and a slowed rotation of a C5H5 ligand has never been observed at such temperatures even in the case of extremely sterically demanding C5R5 ligands in ferrocenes of the type [Fe(C5R5)(C5H5)]. However, for the sterically related compound [Mo(C5iPr5)(CO)3Me] it was reported, that a broad isopropyl resonance at r.t. split into two sets of signals at low temperature, and this was explained to the presence of two conformational isomers with respect to the relative orientation of the isopropyl groups.49 A broad singlet for the cyclopentadienyl carbons in [Fe(C5iPr5)(CO)2Br] was reported for the r.t. 13C NMR spectrum, however, no low temperature data and also no 1H data were given.48 Although this is no “proof”, an interpretation of the broad Cp resonance at r.t. as a sign of the presence of two or more conformational isomers cannot be excluded. A 19F VT NMR study of the same sample showed a very broad resonance (half width 182 Hz) at r.t. and a significantly sharper (half width 33 Hz) singlet with no fine structure at −70 °C (Fig. S38). This behaviour is quite interesting in light of the complete opposite observation in the 19F NMR spectra of 4d (vide supra), however, it parallels the observations made for the 1H NMR spectrum. Unfortunately, again instrumental limitations prevented measurements at lower or higher temperatures.
Due to the application of numerous restraints on refinement of the structure, which used restrictions on many bond distances, a deeper discussion of the bond parameters is obsolete. However, some structural features shall be presented here. The Cp ring is planar (the σpln parameter, as defined by the program PLATON, is only 0.021 Å). The distance from manganese to the Cp centroid is 1.802(4) Å for the major isomer, which is slightly longer than the 1.784 Å observed for the starting compound 1e31 and the 1.775 Å found in the only other known cymantrene derivative with five silyl substituents, [Mn{C5(Si2Me4O)2SiMe2OMe}(CO)3].38 The Ccp–Si and Si–CMe distances average at 1.893(7) and 1.847(4) Å, respectively. For the two literature examples, the Ccp–Si distances average both at 1.87(1) Å, while the Si–CMe average at 1.88(1) and 1.83(1) Å, respectively. A comparison with the Caryl–Si bond lengths of [C6(SiMe2H)6] and its M(CO)3 complexes as well in [C6(SiMe2F)6] does not make sense due to the fact, that in these compounds only the splitting of the Si positions was calculated, while only an averaged position of the attached benzene carbon atom was used. However, comparison of the Si–CMe distances is possible. In free [C6(SiMe2H)6] this parameter averages at 1.87(1) Å, in its W(CO)3 and Mo(CO)3 complexes at 1.874(7) and 1.88(1) Å, respectively, and in [C6(SiMe2F)6] at 1.86(1) Å. All these values are slightly longer than the one found in 3e. The Si–F bonds in 3e average at 1.637(7) Å for the major “isomer” (1.63(2) Å for the minor), while in [C6(SiMe2F)6] the average value is 1.68(1) Å. It should be mentioned, however, that in the latter no split of fluorine positions was found, while in our calculations, the related fluorine positions were 0.32(3)–0.54(3) Å apart.
Two Si atoms (Si3 and Si4) are approximately in the plane of the Cp ring (Δ = −0.07(1) and −0.03(1) Å), respectively, two (Si2 and Si5) are significantly shifted to the distal ring side (Δ = −0.30(1) and −0.39(1) Å), while the remaining Si atom is shifted by 0.15(1) Å to the proximal ring side. One F atom (F4) resides in the Cp ring plane (Δ = 0.02(2) Å), two (F1 and F3) are on the proximal side (Δ = 0.60(2) and 0.33(2) Å, respectively) and the remaining two on the distal ring side (−0.81(2) and −0.63(2) Å). Despite these differences, all the Ccp–Si–F angles are very similar, averaging at 100.1(4)°.
The parameter h, as introduced by Sakurai et al.,51 describes the distance of the Si atom from the plane defined by the three attached carbon atoms, measures between 0.407 and 0.424(3) Å for the major “isomer” of 3e (0.36–0.44(1) Å for the minor). According to Sakurai, h = 0 Å for truly tbp and h = 0.6 Å for truly tetrahedral environments of the Si atom. Thus, the situation found in 3e corresponds to a slightly distorted tetrahedral geometry.
The crystal structure shows weak intra- and intermolecular “non-classical” hydrogen bonds between methyl hydrogen atoms and fluorine as well as oxygen atoms. No other interactions (as F⋯O or π–π) are found. A packing diagram is shown in Fig. S48.
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Fig. 9 Molecular structure of compound 3d (ORTEP3 representation, 50% probability ellipsoids, only one enantiomer shown). |
Due to the fact, that numerous restraints were necessary for a convergent refinement, a thorough discussion of bond parameters is not possible. However, as in the case of the structure of 3e, still several geometrical features deserve mentioning. The distance between manganese and the Cp ring centroid is 1.774(5) Å, and the Ccp–Si bonds and Si–CMe bonds average at 1.875(5) Å and 1.79(2) Å, respectively, which are all shorter than in 3e. The Cp ring is planar (rms = 0.0184, σpln = 0.031), with Br1 being 0.160(1) Å on the distal side. Three of the Si atoms are also on the distal side (Si2, Si3 and Si4 by 0.333(3), 0.106(3) and 0.250(3) Å, respectively), while Si1 resides on the proximal side by 0.162(2) Å. Two F atoms reside on the proximal side (F1 and F3 by 0.61(1) and 0.35(1) Å), while F2 and F4 are far on the distal side (0.865(5) and 0.598(6)). Despite the large deviations of the F atoms from the ring plane, the Ccp–Si–F angles vary only between 100.5(7) and 104.8(4)°. The h parameter, defined as above, varies between 0.32 and 0.33(2) Å, and is thus significantly smaller than in 3e, but still far from indicating a tbp geometry around silicon.
The crystal structure shows several weak intra- and intermolecular hydrogen bonds between methyl hydrogen and F, Br and O atoms. A packing diagram is shown in Fig. S51.
For standard column chromatography silica gel 100 C18 Reversed Phase (Fluka) was used, or standard silica gel (0.035–0.070 mm, 60A, Merck) was pre-treated with sufficient dry Et2O and SiMe3Cl with stirring for several days; then solvents were evaporated and the residue was kept in high vacuum for 8 h, and finally flashed with dry argon.
NMR spectra were measured on JEOL ECP-270 or EX-400 or Eclipse 500 instrument, using C6D6 as solvent. The chemical shifts were obtained relative to the residual solvent signals, as defined by the MestReNova software (version 14.1.1–24751) (δCHD5 = 7.160 and 128.06 ppm, respectively). Mass spectra were obtained on Finnigan MAT 90 and JEOL Mstation 700 instruments, in DEI or FAB mode.
1H NMR (270 MHz): δ = 0.340 (d, JHF = 7 Hz). 13C{1H} NMR (101 MHz): δ = 221.9 (O), 94.0s, 90.8s, 78.7 (d, JCF = 17 H,
5Br4Si), 0.96 (d, JCF = 18 Hz, Si
H3). 19F NMR (84.3 MHz): δ = −151.4 (“s”, br, JFSi = 282 Hz). 29Si{1H} NMR (22 MHz) δ = 21.8 (d, JSi–F = 282 Hz). IR (Nujol) νCO = 2040 vs., 1971 vs.
1H NMR (400 MHz): δ = 0.414 “d”, 0.401 “d”. 13C{1H} NMR (101 MHz): δ = 221.8 (O), 100.0s, 96.3s, 85.1 (d, JCF = 15 Hz,
5Br3Si2), 1.3 and 0.8 (2 d, JCF = 14 and 15 Hz, Si
H3). 19F NMR (84.3 MHz): δ = −152.1 (“h”, JFSi = 281 Hz). 29Si{1H} NMR (22 MHz) δ = 21.5 (d, JSi–F = 279 Hz). IR (Nujol) νCO = 2039 vs., 1964 vs. EA (calc./found, %): C 24.29/23.67; H 2.04/2.28π.
1H NMR (400 MHz): δ = 0.53–0.45 m, 0.43–0.38 m. 13C{1H} NMR (101 MHz): δ = 222.7 (O), 102.3s, 94.6 “dd”, 88.5 (d, JCF = 15 Hz,
5Br2Si3), 2.3 “dd”, 1.4 “d”, 1.3 “dd” (Si
H3). 19F NMR (84.3 MHz): δ = −149.5 (“s”, br, 2F, JFSi = 280 Hz), −151.7 (m, 1F, JFSi = 281 Hz). 29Si{1H} NMR (22 MHz) δ = 23.2 (d, JSi–F = 280 Hz), 21.4 (d, JSi–F = 281 Hz). IR (Nujol) νCO = 2032 vs., 1955 vs.
1H NMR (270 MHz): δ = 0.571 “td”, 0.455 “dt”. 13C{1H} NMR (101 MHz): δ = 223.2 (O), 106.6s, 105.9 (d, JCF = 18 Hz), 96.7 (d, JCF = 20 Hz,
5BrSi4), 2.4 and 2.1 (2 × “ddd”, Si
H3). 19F NMR (377 MHz): δ = −139.6 and −148.7 (2 × “s”, br, JFSi = 268 and 278 Hz). 29Si{1H} NMR (22 MHz, C6D6) δ = 23.2 (d, JSi–F = 280 Hz), 21.4 (d, JSi–F = 281 Hz). IR (Nujol) νCO = 2029 vs., 1968 vs., 1952 vs. m.p. 108–111 °C. EA: (calc./found, %) C 32.69/33.05; H 4.12/4.19.
1H NMR (270 MHz): δ = 5.578 (s, C5H), 0.488 “d”, 0.477 “d”, 0.360 “dd”, 0.327 “dd”. 13C{1H} NMR (68 MHz): δ = 223.9 (O), 106.8 “t”, 106.0 (“d”), 95.2 (“dd”,
5HSi4), 1.5 and 1.0 (2 × m, Si
H3). 19F NMR (377 MHz): δ = −144.1 (“s”, br, JFSi = 266 Hz), −151.2 (“q”, br, JFSi = 275 Hz). 29Si{1H} NMR (53 MHz) δ = 26.0 (“d”, JSi–F = 266 Hz), 22.5 (“dd” AXX′YY′, JSi–F = 275 Hz and 4 Hz). IR (Nujol) νCO = 2021 vs., 1952 vs., 1938 vs. m.p. 43–45 °C. EA: (calc./found, %) C 37.76/37.89; H 4.96/5.13.
1H NMR (270 MHz): δ = 0.80–0.45 m. 13C{1H} NMR (68 MHz): δ = 223.8 (O), 108.3 “d”, (
5Si5), 2.2 and 1.9 (2 × “t”, Si
H3). 19F NMR (84.3 MHz): δ = −135.3 (“s”, br, JFSi = 266 Hz). 29Si{1H} NMR (22 MHz) δ = 24.1 (“dd”, JSi–F = 258 Hz and 12 Hz). IR (Nujol) νCO = 2024 vs., 1948 vs., 1910 sh. m.p. 133 °C. EA: (calc./found, %) C 36.95/36.79; H 5.17/5.10.
1H NMR (400 MHz): δ = 4.05 (s, C5H5), 0.440 (d, JHF = 7 Hz, SiCH3). 13C{1H} NMR (101 MHz): δ = 78.6 (5H5), 85.2s, 83.6s, 66.1 (d, JCF = 15 Hz,
5SiBr4), 1.19 (d, JCF = 15 Hz, Si
H3). 19F NMR (254 MHz): δ = −151.3 (“h”, JFSi = 279 Hz). 29Si INEPT NMR (54 MHz): δ = 24.6 (d, JSi–F = 280 Hz). HRMS (DEI+): m/z = 577.6660, calc. for C12H1179Br281Br2FSiFe 577.6658.
1H NMR (270 MHz): δ = 4.227 (s, C5H5), 0.508 and 0.502 (“dd”, SiCH3). 13C{1H} NMR (68 MHz): δ = 76.5 (5H5), 87.8s, 87.3s, 70.9 (d, JCF = 14 Hz,
5Br3Si2), 1.38 (“dd”, Si
H3). 19F NMR (254 MHz): δ = −151.5 (“h”, br, JFSi = 279 Hz). HRMS (DEI+): m/z = 573.7704, calc. for C14H1779Br281Br1F2Si2Fe 573.7718.
1H NMR (400 MHz): δ = 4.295 (s, C5H5), 0.59–0.56 m, 0.553 “d”, 0.50–0.47 m (SiCH3). 13C{1H} NMR (126 MHz): δ = 74.5 (5H5), 90.0s, 77.7 “dd”, 74.3 (d, JCF = 21 Hz,
5Si3Br2), 2.70 m, 1.94 “t”, 1.64 “d”(Si
H3). 19F NMR (254 MHz): δ = −151.3 and −149.0 (2 × “s”, br). HRMS (DEI+): m/z = 571.8765, calc. for C16H2379Br181Br1F3Si3Fe 571.8757.
1H NMR (270 MHz): δ = 4.297 (s, C5H5), 0.64–0.47 (m, SiCH3). 13C{1H} NMR (68 MHz): δ = 72.9 (5H5), 93.1s, 84.0 (d, JCF = 19 Hz), 81.4 (d, JCF = 17 Hz,
5BrSi4), 2.93–1.81 m (Si
H3). 19F NMR (254 MHz): δ = −141.5 and −148.0 (2 × “s”, br, JFSi = 269 and 272 Hz). HRMS (DEI+): m/z = 569.9794, calc. for C18H2981BrF4Si4Fe 569.9798.
1H NMR (270 MHz): δ = 4.47 (s, br, C5H5), 0.47 (m, br, SiCH3). 13C{1H} NMR (101 MHz): δ = 70.8 (5H5), 108.3 “d” (
5Si5), 3.85 and 3.69 (2 × “d“, Si
H3). 19F NMR (377 MHz; −70 °C): δ = −135.7 (“s”, br, JFSi = 288 Hz). HRMS (DEI+): m/z = 566.0867, calc. for C20H35F5i5Fe 566.0855.
(b) A similar procedure was performed, using 150 mg of impure 2e (<0.30 mmol) and 330 mg AgBF4 (1.65 mmol). After reduction with cobaltocene and standard work-up an orange-coloured oil was obtained (ca. 10 mg). Recrystallization from hexane at −25 °C gave a few yellow crystals. NMR spectroscopic examination of these crystals showed that they consisted of a mixture of all members of the series [Fe{C5(SiMe2H)5−n(SiMe2F)n}(C5H5)], n = 0–5, in an approximate 1:
0.8
:
0.7
:
0.25
:
0.5
:
2 ratios. Although the crystals could be measured on a diffractometer and an apparently reasonable solution could be found, it was not possible to resolve the different components. The general appearance was, however, similar to the picture of 3e (Fig. S52), showing the same kind of disorder between enantiomers.
Crystals of 3e were obtained from a hexane/MeOH mixture at −20 °C and mounted on a KappaCCD diffractometer. Structure solution by SHELXT yielded the complete molecule (Fig. S47, left), which showed some “strange” non-radial Ccp–Si bonds. A first difference Fourier analysis yielded five electron density maxima in the plane of the Cp ring close to the positions of the Si atoms (X1–X5 in Fig. S47, right). Atoms X1–X5 were interpreted as alternative Si positions, representing the enantiomer of the original solution. As the “strange” C–C–Si angles were present for both Si positions, it was decided, to set up also two series of Cp carbon atom positions with the necessary restraints to produce two C5Si5 systems with “proper” radial C–Si bonds. While this procedure turned out successful, there was still a great asymmetry in the Si–F and Si–CMe bonds left. It was therefore decided, to set up two sets of complete C5(SiMe2F)5 ligands with two enantiomeric conformations and refining both the site occupation factors and several restraints (23 SADI restraints; SIMU and DELU for all C atoms), which lead satisfyingly to the final molecule. All non-hydrogen atoms could be refined anisotropically, except for the five Cp carbon atoms of the minor “isomer”.
Crystals of 3d were obtained from hexane solutions at −20 °C and mounted on a SYNTEX P3 four-circle diffractometer in omega-scan mode. Due to the instrumental limitations of a four-circle diffractometer, only a relatively small dataset could be obtained. Structure solution by SHELXT indicated, that the molecule resided on a mirror plane, with only half a molecule representing the asymmetric unit (Fig. S49a). Automatic application of the mirror operation generated the whole molecule; however, the occurrence of severe disorder problems became obvious (Fig. S49b). There were two positions for each substituent (leading to eight Si atoms and 2 Br atoms). As it was chemically not possible, that the Br atoms could bond to fluorine, a careful inspection of the situation allowed to select the atoms that were part of each “isomer” (Fig. S49c). Selecting one set of atoms (marked green in Fig. S49c) automatically generates the other set by application of the mirror operation. This necessitates a relative 1:
1 occupation of both isomers. Starting from that point also a set of ring carbon positions was calculated to provide radial C–Si and C–Br bonds. Of course, many restraints (36 SADI restraints, +ISOR for all carbon atoms) were necessary to generate a stable “reasonable” refinement.
CCDC 2475453 and 2475454 contains the supplementary crystallographic data for this paper.65a,b
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