State-of-the-art nuclear magnetic resonance (NMR) selective experiments are capable of directly analyzing crude reaction mixtures. A new experiment named HD-HAPPY-FESTA yields ultrahigh-resolution total correlation subspectra, which are suitable for sign-sensitive determination of heteronuclear couplings, as demonstrated here by measuring the sign and magnitude for proton-fluorine couplings (JHF) from major and minor isomer products of a two-step reaction without any purification. Proton-fluorine couplings ranging from 51.5 to -2.6 Hz could be measured using HD-HAPPY-FESTA, with the smallest measured magnitude of 0.8 Hz. Experimental JHF values were used to identify the two fluoroketone intermediates and the four fluoroalcohol products. Results were rationalized and compared with the density functional theory (DFT) calculations. Experimental data were further compared with the couplings reported in the literature, where pure samples were analyzed.
State-of-the-art nuclear magnetic resonance (NMR) selective experiments are capable of directly analyzing crude reaction mixtures. A new experiment named HD-HAPPY-FESTA yields ultrahigh-resolution total correlation subspectra, which are suitable for sign-sensitive determination of heteronuclear couplings, as demonstrated here by measuring the sign and magnitude for proton-fluorine couplings (JHF) from major and minor isomer products of a two-step reaction without any purification. Proton-fluorine couplings ranging from 51.5 to -2.6 Hz could be measured using HD-HAPPY-FESTA, with the smallest measured magnitude of 0.8 Hz. Experimental JHF values were used to identify the two fluoroketone intermediates and the four fluoroalcohol products. Results were rationalized and compared with the density functional theory (DFT) calculations. Experimental data were further compared with the couplings reported in the literature, where pure samples were analyzed.
The incorporation of
even a single fluorine atom in a molecule
can affect its physical and chemical properties.[1,2] In
drugs, fluorination has shown to improve metabolic stability and membrane
permeation and increase binding affinity. Several examples of fluorinated
compound synthesis in the literature[3−6] reflect the ever-growing interest in the
discovery of new fluorinated drug candidates by the pharmaceutical
industry.[7,8] Solution-state nuclear magnetic resonance
(NMR) is arguably the most useful nondestructive spectroscopy technique
for the analysis and characterization of chemical reaction products.
Typically, these products are purified by physical separation methods
(e.g., chromatography and recrystallization) in many manual steps
before NMR analysis.[9] These time-consuming,
resource-intensive, and often tedious practices can sometimes be avoided
by analyzing the intact reaction mixture—either to bypass the
necessity of difficult component separation or to have an extra source
of information before isolation. Mixture analysis by NMR has been
used successfully in the past for the analysis of natural products,[10,11] beverages,[12,13] pharmaceutical formulations,[14],[15] among
others, yet it is still a cumbersome task.Chemical and structural
insights are typically extracted from 1H NMR spectra in
the form of chemical shifts (δ) and
scalar couplings (J), but for complex mixtures, this
information is severely obscured by signal overlap. It is also possible
to obtain 19F NMR spectra (when this is available in a
molecule), which has a much larger frequency dispersion (∼500
ppm) in comparison with the 1H spectra (∼10 ppm)
and a far rarer signal overlap.[16] Although 19F NMR is used successfully for mixture analysis,[17−20] fluorine spectra contain insufficient information, unlike 1H spectra, and therefore are not normally used for characterization
but to probe various interactions,[2,20−23] commonly by observing the changes in signal chemical shift and relaxation.
One way to take advantage of the spectral sparsity of 19F to unambiguously assign the atomic connectivity, while still observing
the more informational 1H spectra, is by using 1D fluorine-edited
selective TOCSY acquisition (FESTA).[24,25] In FESTA,
only the 1H signals that are in a spin system coupled to
a selected fluorine nucleus are observed through magnetization transfer,
that is, TOtal Correlation SpectroscopY (TOCSY).[26] Various 2D NMR experiments, such as hetero-COSY,[27] heteronuclear single quantum coherence-TOCSY
(HSQC-TOCSY),[28,29] and more,[30,31] also give useful molecular knowledge of fluorinated species, but
these usually have long experiment duration and are limited for high-concentration-dynamic-range
mixtures,[14] as opposed to 1D-selective
NMR experiments,[32−34] which can be used to observe signals coming from
low-concentration components of complex matrixes. For the FESTA family
of experiments, all 1H signals observed belong to the same
spin system connected to a selected 19F nucleus. It is
thus possible to obtain all 1H chemical shifts (δH) and homonuclear 1H–1H (JHH) and heteronuclear 1H–19F (JHF) couplings, given that
the signals are well-resolved. Fluorine decoupling can declutter the
partial spectra even further; however, there are still difficulties
in using FESTA to measure JHF, which are
abundant in structural and conformational information.[35] These couplings are frequently used as a diagnostic
tool for full characterization.[29,36] In contrast, with 2JHH, germinal 2JHF are large and positive. Vicinal 3JHF can be both positive and negative,
with a larger span of magnitudes compared to 3JHH. Longer-range HF are also quite common. Frequently, the magnitudes of JHH and JHF are similar within
the multiplet structure, making them hard to be distinguished from
one another. Suppressing the effects of homonuclear couplings can
be a very effective way of measuring the magnitude of heteronuclear
couplings.[37−39] This can be achieved with “ultrahigh-resolution”[40−42] pure shift NMR methods[43−45] in which heteronuclear couplings
are left unaffected. Unfortunately, pure shift methods alone are hopeless
to analyze but the simplest mixtures, as most complex mixtures have
wall-to-wall peaks. Recently, an experiment combining selective spin
eco (SSE)-TOCSY with Pure Shift Yielded by CHirp Excitation (PSYCHE)[40] was proposed,[10] allowing
the analysis of high-dynamic-range reaction mixtures. This method
simplifies the 1H spectrum by only observing the subspectra
from the 1H spin systems of interest (as in FESTA) and
uses pure shift NMR to remove the effects of JHH. As useful these may be, neither FESTA nor SSE-TOCSY-PSYCHE
is sensitive to the sign of couplings. Only when both the magnitude
and the sign are available, this property can be used to determine
the relative configuration above any doubt.[36] For HF, the sign and magnitude
are also crucial to understanding the electronic interactions behind
scalar coupling transmission mechanisms.[46,47]Here, we propose a combination of homonuclear decoupling with
a
modified MODulated echO (MODO)-FESTA[25] for
the sign-sensitive determination of heteronuclear HF in complex mixtures, adding a powerful tool
to the FESTA family of experiments. This new method, named Homonuclear
Decoupled Heteronuclear AntiPhase Permuted modulated echo Yielding
Fluorine-Edited Selective TOCSY Acquisition (HD-HAPPY-FESTA), was
used to obtain all relevant JHF, with
ease and high precision, for the two-step reaction (Scheme ) of the formation of fluorinatedalcohol isomers with no purification before NMR analysis. While conventional
(Figure a) and pure
shift (Figure b) 1H spectra completely fail for molecular identification, very
clean spectra are obtained for each species using HD-HAPPY-FESTA (Figure c–g). Experimental
coupling values were compared with the widely used quantum mechanics
density functional theory (DFT) coupling constant calculations.[48−51] The calculated NMR parameters (J and δ) are
routinely applied to support synthetic and natural product structure
assignments.[52−55] In our study, DFT was used to support the experimental data by calculating
the sign and magnitude of all possible HF.
Scheme 1
Reactions Described in this Paper
The first step describes
the
experimental conditions for the α-fluorination reaction of 4-tert-butyl-cyclohexanone (1), generating both
fluorinated ketone isomers, 2a and 2b, at
a ratio of 4.2/1.0, respectively. The second step describes the condition
for the ketone reduction from the crude reaction product of the first
step, generating simultaneously all four fluorinated alcohol isomers, 3a, 3b, 3c, and 3d,
at a ratio of 9.1/4.8/2.8/1.0, respectively. The relative proportion
of the products in each reaction step was measured by integration
of the signals in the 1H-decoupled 19F spectra
(Figure )
Figure 1
500 MHz (a) conventional, (b) PSYCHE, and (c–f)
HD-HAPPY-FESTA
(isotropic mixing time of 150 ms) 1H spectra of a crude
reaction mixture from the reduction of ketones 2a and 2b in CDCl3. Ultrahigh-resolution sign-sensitive
antiphase heteronuclear total correlation spectra of alcohols: (c) 3a; (d) 3b; (e) 3c; and (f) 3d, respectively. Molecular structures are shown in Scheme . (g) is the expansion
of (f) between 1.2 and 2.1 ppm. Lightning bolts in (c–f) indicate
chemical shifts of band-selective 1H pulses, selected using
24.4 ms REBURP pulses (1H bandwidth of 200 Hz). A flip
angle (β) of 24° and 80 data chunks of 12.5 ms duration
were used in (b–g). A total of 32 transients were acquired
in (a–e), and 128 in (f–g), with the maximum receiver
gain in each experiment. The complete experimental parameters are
given in the Supporting Information.
500 MHz (a) conventional, (b) PSYCHE, and (c–f)
HD-HAPPY-FESTA
(isotropic mixing time of 150 ms) 1H spectra of a crude
reaction mixture from the reduction of ketones 2a and 2b in CDCl3. Ultrahigh-resolution sign-sensitive
antiphase heteronuclear total correlation spectra of alcohols: (c) 3a; (d) 3b; (e) 3c; and (f) 3d, respectively. Molecular structures are shown in Scheme . (g) is the expansion
of (f) between 1.2 and 2.1 ppm. Lightning bolts in (c–f) indicate
chemical shifts of band-selective 1H pulses, selected using
24.4 ms REBURP pulses (1H bandwidth of 200 Hz). A flip
angle (β) of 24° and 80 data chunks of 12.5 ms duration
were used in (b–g). A total of 32 transients were acquired
in (a–e), and 128 in (f–g), with the maximum receiver
gain in each experiment. The complete experimental parameters are
given in the Supporting Information.
Reactions Described in this Paper
The first step describes
the
experimental conditions for the α-fluorination reaction of 4-tert-butyl-cyclohexanone (1), generating both
fluorinatedketone isomers, 2a and 2b, at
a ratio of 4.2/1.0, respectively. The second step describes the condition
for the ketone reduction from the crude reaction product of the first
step, generating simultaneously all four fluorinated alcohol isomers, 3a, 3b, 3c, and 3d,
at a ratio of 9.1/4.8/2.8/1.0, respectively. The relative proportion
of the products in each reaction step was measured by integration
of the signals in the 1H-decoupled 19F spectra
(Figure )
Figure 3
470 MHz 19F spectra of the
crude reaction mixture from:
(a) α-fluorination of ketone 1 in acetone-d6 and (b) reduction of ketones 2a and 2b in CDCl3.
Experimental Section
Sample Preparation
All reactants
and solvents were
commercially obtained from Aldrich and were used without further purification. Scheme describes the two-step
reaction used to prepare all fluorinated molecules, following the
synthetic procedure described by Anizelli et al.[46] Commercially available 4-tert-butyl-cyclohexanone
(1) was fluorinated in the α-ketone position using
Selectfluor, which formed the 4-tert-butyl-2-fluoro-cyclohexanone
isomers (2a and 2b). A total of 92 mg of
the crude reaction product of α-fluorination was dissolved in
600 μL of acetone-d6 and analyzed
by NMR without further purification. The remaining crude reaction
product was used as a starting material for the second step. NaBH4 was used for ketone reduction, generating all four 4-tert-butyl-2-fluoro-cyclohexanol isomers (3a, 3b, 3c, and 3d) at once.
A total of 209 mg of the crude reaction product of ketone reduction
was dissolved in 600 μL of CDCl3 and analyzed by
NMR without further purification.§ Detailed
reaction conditions are fully described in the Supporting Information.
Data Acquisition and Processing
All spectra were recorded
at 298 K using an 11.4 T Bruker Avance III spectrometer equipped with
a 5 mm BBFO smart probe, a QNP switch, and a z-gradient coil with
a maximum nominal gradient strength of 53 G cm–1, operating at 499.87 MHz and 470.35 MHz for 1H and 19F, respectively. All data were processed using the software
TopSpin (version 3.5 pl7, Bruker BioSpin). The HAPPY-FESTA experiment
duration was approximately 5 min for 2 s of relaxation delay (d1)
and 32 transients. The HD-HAPPY-FESTA experiment duration was approximately
2 h 15 min for 2 s of relaxation delay (d1), 32 transients, and 80
chunks. To avoid free induction decay (FID) truncation, the number
of pure shift chunks collected was beyond what is needed for a resolution
to measure couplings with a precision better than 0.1 Hz. The peak
linewidth will ultimately determine the lower limit in J measurements. The spectra shown here (and in the Supporting Information)
were processed with a Lorentz-to-Gauss window function and 128 k points,
resulting in a spectral resolution of 0.03 Hz per point after Fourier
transform (FT). All raw data, AU macros, and pulse sequence programs
used in this paper are available at https://doi.org/10.25824/redu/LNVQT9
free of charge. Detailed acquisition and processing parameters are
described extensively in the Supporting Information (see Figure S1).
DFT Calculations
All calculations were performed using
the software Gaussian 16[60] by applying
the B3LYP hybrid functional.[61−63] The basis set used for geometry
optimizations was the aug-cc-pVTZ,[64] and
for the spin–spin coupling constants, the aug-cc-pVTZ-J.[65] Computational details and Cartesian geometries
are available in the Supporting Information.
Results and Discussion
The NMR pulse sequence for HD-HAPPY-FESTA (Figure ) is a modification of the conventional MODO-FESTA.[25] Selective pulses on both coupled 1H and 19F are used in a selectively modulated echo, which
generates heteronuclear antiphase signals only for the selected spins
while refocusing the evolution of all other scalar couplings (see
Supporting Information Figure S3b). Following
the initial preparation period, a hard 90°y 1H pulse
aided by a zero-quantum filter (ZQF)[57,66] suppression
eliminates all signals except for the antiphase component for the
selected 1H–19F pair. Using DIPSI-2 as
an isotropic mixing element (i.e., TOCSY block),[56] the selected antiphase magnetization is transferred to
all other 1H spins that are part of the same spin system
network (i.e., an unbroken chain of couplings), generating subspectra
with heteronuclear antiphase for all 1H signals with respect
to the selected fluorine (see Supporting Information Figure S3c). As the sense of heteronuclear antiphase is preserved
for each signal, the positive/negative signs of each JHF are directly observable and are extracted from their
relative slope. Lastly, a homonuclear decoupling is achieved using
PSYCHE (see Supporting Information Figure S3d).[40] As the resulting spectra are composed
of (normally) heteronuclear antiphase doublets, it is less adequate
for these spectra to be described as “pure (chemical) shift”,
hence these will be referred to as “homonuclear decoupled”
spectra. In principle, other pure shift methods could be used for
broadband homonuclear decoupling;[67−69] however, PSYCHE generally
gives the best sensitivity and spectral purity, and it is the simplest
pure shift method for setup and automation.
Figure 2
Pulse sequence for HD-HAPPY-FESTA.
The orange rectangle highlights
the selective permuted MODulated echO (pMODO) block, the purple rectangle
highlights the zTOCSY block, and the green rectangle the PSYCHE block.
Black narrow and white wide rectangles represent hard 90 and 180°
pulses, respectively. Trapezoids with cross-diagonal arrows are low-power
chirp pulses of small flip angle (β).[40] Trapezoids on either side of the DIPSI-2 isotropic mixing element[56] are low-power 180° chirp pulses used to
suppress zero-quantum coherences.[57] Selective
(soft) 180° pulses, represented by shaped pulses, are applied
at the resonance frequency of coupled 1H and 19F. Typically, RSNOB or REBURP shapes are used for 1H refocus
and IBURP2 for 19F inversion.[58,59] Δ is set as 1/(4 × nF × JHF), where JHF is
the coupling between 1H and 19F selected by
the 180° soft pulses and nF is the
number of equivalent 19F selected. A detailed description
of the pulse sequence is given in the Supporting Information. Removing
the PSYCHE block reduces the dimensionality and increases the sensitivity
of the experiment, and the homonuclear couplings are observed (i.e.,
HAPPY-FESTA).
Pulse sequence for HD-HAPPY-FESTA.
The orange rectangle highlights
the selective permuted MODulated echO (pMODO) block, the purple rectangle
highlights the zTOCSY block, and the green rectangle the PSYCHE block.
Black narrow and white wide rectangles represent hard 90 and 180°
pulses, respectively. Trapezoids with cross-diagonal arrows are low-power
chirp pulses of small flip angle (β).[40] Trapezoids on either side of the DIPSI-2 isotropic mixing element[56] are low-power 180° chirp pulses used to
suppress zero-quantum coherences.[57] Selective
(soft) 180° pulses, represented by shaped pulses, are applied
at the resonance frequency of coupled 1H and 19F. Typically, RSNOB or REBURP shapes are used for 1H refocus
and IBURP2 for 19F inversion.[58,59] Δ is set as 1/(4 × nF × JHF), where JHF is
the coupling between 1H and 19F selected by
the 180° soft pulses and nF is the
number of equivalent 19F selected. A detailed description
of the pulse sequence is given in the Supporting Information. Removing
the PSYCHE block reduces the dimensionality and increases the sensitivity
of the experiment, and the homonuclear couplings are observed (i.e.,
HAPPY-FESTA).The modified MODO, described here
as “permuted MODO”
(pMODO), differs from the conventional MODO in three aspects: (i)
the coupling evolution periods (Δ, see Figure ) used here are optimized to maximize antiphase,
as opposed to in-phase, contribution; (ii) pMODO uses phase cycling
of the hard 90°y 1H pulse to reinforce the selected
coherence transfer pathways (CTP). In conventional MODO, this selection
is achieved with differential experiments,[70] which does not apply to antiphase signal selection; and (iii) while
in MODO, only a single 19F pulse is used, in pMODO, two 19F-selective inversion pulses are used: a standard pulse and
a time-reversed pulse (see Figure ). Partial JHF evolution
during the first inversion pulse is refocused during its time-reversed
pair,[71] which allows the use of more selective
(and longer) 19F pulses. In conventional MODO, the duration
of selective 19F pulses is restricted to the duration of
Δ. The narrower a pulse bandwidth, the longer its duration,
which causes extra loss of magnetization due to transverse relaxation
(T2) and yet it allows the analysis of
cognate structures, such as position isomers, where 19F
signals may not be much dispersed.The products of the α-fluorination
of ketone 1 were analyzed to test the new method. The 19F spectrum
for this mixture (Figure a) gives signals that can be used to measure
the relative quantities of each formed isomer (ketones 2a or 2b, the structural motifs are shown in Scheme and 1), but it does
not give information about their identity. The many superimposed signals
in the conventional and pure shift 1H spectra (Figure a and b, respectively)
prevent characterization, even for this relatively simple mixture,
containing mostly product signals. The two deshielded 1H signals, at chemical shifts of 5.12 and 4.68 ppm, each with a JHF of approximately 50 Hz (as typical for 2JHF), can be attributed as the
proton germinal to the fluorine of each ketone, making these signals
ideal for HD-HAPPY-FESTA. As for the best setup practice, the less
sensitive selective reverse INEPT (SRI)[24,70] can be first used to find exactly the chemical shift of a 2JHF proton signal. This was not necessary
here. In the first homonuclear-decoupled heteronuclear antiphase 1H subspectrum (Figure c), three relatively large couplings were measured in the
aliphatic 1H spectral region: 9.6, 6.7, and 5.4 Hz. Similarly,
in the second subspectrum (Figure d), the three couplings measured were 41.9, 13.9, and
5.1 Hz. All signals were determined to be positive as all of them
had the same phase as the 2JHF proton signal, which is typically largely positive (+ 48.5 and +
50.7 Hz for Figure c and d, respectively). The coupling of 41.9 Hz was attributed to
the vicinal diaxial 3JHF of
H3ax in ketone 2b, identifying ketone 2a from the subspectrum of Figure c, and therefore, ketone 2b from Figure b. Vicinal 3JHF values follow similar rules as observed
for vicinal 3JHH in six-membered
ring systems.[72,73] It is not unusual though to observe
larger magnitudes for couplings involving fluorine since it is a very
electron-rich atom, favoring coupling transmission mechanisms.[47,74,75] Experimental and theoretical
coupling constants are in good agreement (see Supporting Information
Section C) for both signs and magnitudes. The comparison between the
experimental and theoretical data could be used to obtain complementary
structural information, easily differentiating between 2a and 2b, for example. While in ketone 2a, the 4JHF between axial H4
and equatorial F is approximately −1.8 Hz, and in ketone 2b, this coupling (with axial F) is +1.0 Hz, agreeing with
the DFT-calculated couplings: −1.8 and + 1.4 Hz, respectively.
This demonstrates how useful for structural characterization the analysis
of JHF can be, even in positions distant
to the probed fluorine, and highlights the importance of determining
the sign of coupling constants.
Scheme 2
Numbered Structural Motifs of (Left) Fluoroketones and (Right) Fluoroalcohols
Figure 4
500 MHz
(a) conventional, (b) PSYCHE, and (c,d) HD-HAPPY-FESTA
(isotropic mixing time of 150 ms) 1H spectra of a crude
reaction mixture from the α-fluorination of 1 in
acetone-d6. Ultrahigh-resolution sign-sensitive
antiphase heteronuclear total correlation spectra of ketones: (c) 2a and (d) 2b, respectively. Molecular structures
are shown in Scheme . Lightning bolts in (c,d) indicate chemical shifts of band-selective 1H pulses, selected using 9.25 ms RSNOB pulses (1H bandwidth of 200 Hz). A flip angle (β) of 22° and 80
data chunks of 12.5 ms duration were used in (b–d). A total
of 32 transients were acquired in (a–d), with the maximum receiver
gain in each experiment. The complete experimental parameters are
given in the Supporting Information.
470 MHz 19F spectra of the
crude reaction mixture from:
(a) α-fluorination of ketone 1 in acetone-d6 and (b) reduction of ketones 2a and 2b in CDCl3.500 MHz
(a) conventional, (b) PSYCHE, and (c,d) HD-HAPPY-FESTA
(isotropic mixing time of 150 ms) 1H spectra of a crude
reaction mixture from the α-fluorination of 1 in
acetone-d6. Ultrahigh-resolution sign-sensitive
antiphase heteronuclear total correlation spectra of ketones: (c) 2a and (d) 2b, respectively. Molecular structures
are shown in Scheme . Lightning bolts in (c,d) indicate chemical shifts of band-selective 1H pulses, selected using 9.25 ms RSNOB pulses (1H bandwidth of 200 Hz). A flip angle (β) of 22° and 80
data chunks of 12.5 ms duration were used in (b–d). A total
of 32 transients were acquired in (a–d), with the maximum receiver
gain in each experiment. The complete experimental parameters are
given in the Supporting Information.In Figure , HAPPY-FESTA
and its homonuclear-decoupled version are compared for the spectra
of ketone 2b. One important aspect to be noted is that
the homonuclear multiplet structure is the main source of signal overlap
in the heteronuclear antiphase subspectrum, as can be seen for the
signals between 2.30 and 2.45 ppm shown in Figure b and c. It is also obvious that the signal-to-noise
ratio (SNR) is severely reduced by the suppression of JHH (about 100 times smaller per time unit), as it would
for any broadband pure shift NMR method. Despite this, the SNR penalty
does not constrict signal identification. The signal amplitude is
limited by a short T2 and a very
Figure 5
Expansion of
500 MHz (a) conventional (expansion of the spectrum
shown in Figure a),
(b) HAPPY-FESTA, and (c) HD-HAPPY-FESTA (expansion of the spectrum
shown in Figure d) 1H spectra of a crude reaction mixture from the α-fluorination
of 4-tert-butyl-cyclohexanone in acetone-d6. Ketone 2b is been observed selectively
in (b,c).
Expansion of
500 MHz (a) conventional (expansion of the spectrum
shown in Figure a),
(b) HAPPY-FESTA, and (c) HD-HAPPY-FESTA (expansion of the spectrum
shown in Figure d) 1H spectra of a crude reaction mixture from the α-fluorination
of 4-tert-butyl-cyclohexanone in acetone-d6. Ketone 2b is been observed selectively
in (b,c).small JHF (i.e., if signal linewidth
is large compared to the magnitude of the coupling, positive and negative
edges of the antiphase signal get canceled, reducing the signal intensity),
while the furthest heteronuclear coupling measurable is limited by
the proton–proton magnetization transfer during the TOCSY block.
Heteronuclear couplings as far as 5JHF could be measured for the set of molecules studied here.
In some cases, where the signal overlap (due to the homonuclear multiplet
structure) is not a challenge, HAPPY-FESTA alone should be enough
for obtaining sign-sensitive coupling information much quicker than
its HD version.To fully demonstrate the power of HD-HAPPY-FESTA,
the crude reaction
mixture of the fluorination reaction was used as the starting material
for ketone reduction. The 19F spectrum (Figure b) or the 1H spectra
(conventional spectrum shown in Figure a and pure shift spectrum shown in Figure b) of such a sample are ineffective
for observing the signals belonging to the four alcohol structures.
The sundry number of close 19F signals, with various intensities
due to a high-dynamic-range, makes the use of very selective 19F inversion pulses crucial for the application of FESTA,
which are achieved with no difficulty by employing the pMODO block.
Here, each alcohol was analyzed first by their 3JHF from the carbinolic 1H signals,
with typical and easy to identify chemical shifts (∼3.5 to
4.0 ppm). These measured couplings were 12.1, 7.7, 29.1, and 5.5 Hz
for the spectra shown in Figure c–f, respectively (the structural motifs are
shown in Scheme and
2). This leads to the identification of alcohol 3c for
the subspectrum of Figure e, as the largest coupling constant (29.1 Hz) is attributed
to the diaxial H1–F coupling (26.7 Hz by DFT). Using only this
set of couplings for the identification of the remaining molecules
is less obvious, as these are all couplings from different axial–equatorial
and equatorial–equatorial orientations. The subspectra of Figure f also show a very
large coupling of 48.0 Hz at 1.49 ppm (i.e., aliphatic region), identifying
that as the diaxial 3JHF of
the axial H3 for the alcohol 3d, leaving two isomers
unidentified. Here is where the DFT results can fully demonstrate
support for spectra interpretation. Comparison between the experimental
and theoretical results led to the attribution of 3JHF of 12.1 and 7.7 Hz to the species 3a and 3b, respectively. The calculated values by DFT
were 14.0 and 8.3 Hz. As described for the fluoroketones, the sign
of the 4JHF of H4 could be
used here to differentiate axial (3a-b) from equatorial
(3c-d) fluorinecyclohexanols. DFT calculations showed
that this coupling is negative when 19F is at the equatorial
position and positive when 19F is at the axial position,
for the compounds studied here. Traditional 2D NMR experiments were
not used here as the correlations belonging to minor dilute components
are overshadowed by the strong signals of major components, either
because of truncation and/or sideband artifacts or due to overlap,
and are not adequate for this sort of sample complexity.Experimental
data were further compared with the literature (see
Supporting Information Tables S9–S14),[46,76] where purified compounds were studied. Most JHF are omitted in these accounts because they
are hard to identify even in pure samples, particularly the long-range
couplings with a small magnitude. On top of that, most 1H chemical shifts are reported as ranges due to signal superposition,
which is circumvented here with the use of homonuclear decoupling.
As discussed before, 1H signals with no (or relatively
small) JHF that are part of the selected
spin system are not observable by HAPPY-FESTA; therefore, their chemical
shifts must be extracted from in-phase FESTA experiments. SSE-TOCSY-PSYCHE
could also have been used to complement the analysis, but 1H signals not coupled to the selected 19F will potentially
cause extra complications if the signals are still superimposed after
homonuclear decoupling (see Supporting Information Figure S6).Other approaches, on the top of the one
described here, can be
used for recording FESTA. Selective 19F pulses can be replaced
by hard 180° 19F pulses at the cost of spectral purity
when selected 1H signals are isolated, and a low SNR value
is an issue due to transverse relaxation. Another approach for FESTA
is replacing MODO by a SRI[24,70] block to provide antiphase
coherence selection. SNR is reduced up to twofold in SRI in comparison
to MODO (see Supporting Information Figure S4) although spectral purity is often improved. For inspecting very
dilute components, the extra sensitivity is welcomed to be sacrificed
by the homonuclear decoupling. There are other alternatives described
in the literature for the sign-sensitive measurement of heteronuclear
couplings. These include the use of 1D-selective HSQC-TOCSY,[77] 2D-selective HSQC-TOCSY,[78] 2D HSQC-TOCSY,[79] and 1D HSQCMBC-CPMG,[69,80] which are normally used in pure compounds and not mixtures. Different
nuclei will have different advantages and compromises using either
HSQC-based or modulated echo-based experiments. Linear combination
of in-phase (IP) and antiphase (AP) signals, with IPAP methods,[81] can also be employed as an alternative to pure
shift NMR methods for disentangling heteronuclear from homonuclear
coupling contributions; however, differential experiments are prone
to subtraction artifacts (i.e., cross-talk signals), relying on very
stable magnetic fields. In practice, artifacts are common in both
IPAP and pure shift NMR spectra.[82] While
the effects of homonuclear couplings, such as J-modulation
to name one, lessen the spectral quality of IPAP, in pure shift NMR,
strong couplings introduce characteristic extra signals in the spectrum,
which are shown in the Supporting Information Figure S9.The long experimental duration for acquiring
pure shift experiments
(∼ 2 h) can be avoided by combining MODO and HAPPY-FESTA to
produce IPAP spectra (under 15 min), but, typically, pure shift spectra
will require no further manipulation and are easily interpretable
by non-NMR experts.
Conclusions
We have demonstrated,
for two samples with different complexities,
that the novel HD-HAPPY-FESTA method can be used for the direct NMR
analysis of fluorinated molecules in crude reaction products. The 1H subspectra of spins coupled to a selected 19F
nucleus, extracted with HAPPY-FESTA, unlock the ability to characterize
challenging unpurified reaction products, acting as a magnifying glass
for dilute fluorine-containing components in a mixture. Heteronuclear
couplings ranging from 51.4 to −2.3 Hz could be measured using
HD-HAPPY-FESTA, with the smallest measured magnitude of 0.8 Hz. This
is the first time (to the best of our knowledge) that selective NMR
experiments are used to analyze a completely unfractionated complex
reaction mixture, as shown here for the analysis of fluorinated isomers.
FESTA is not limited to 19F, and in principle, it applies
to any NMR-active nuclei, such as 31P or 77Se.
We expect that the new approach finds wide applications not just in
synthetic chemistry but also in the fields of medicinal chemistry
and biochemistry. In addition, we expect that it may be used by the
industry and Academy complementarily to the physical separation methods.
Authors: J E Power; M Foroozandeh; R W Adams; M Nilsson; S R Coombes; A R Phillips; G A Morris Journal: Chem Commun (Camb) Date: 2016-02-18 Impact factor: 6.222
Authors: Yu Zhou; Jiang Wang; Zhanni Gu; Shuni Wang; Wei Zhu; José Luis Aceña; Vadim A Soloshonok; Kunisuke Izawa; Hong Liu Journal: Chem Rev Date: 2016-01-12 Impact factor: 60.622
Authors: Stefan Grimme; Christoph Bannwarth; Sebastian Dohm; Andreas Hansen; Jana Pisarek; Philipp Pracht; Jakob Seibert; Frank Neese Journal: Angew Chem Int Ed Engl Date: 2017-10-11 Impact factor: 15.336