Pablo Reiné1, Jose Justicia1, Sara P Morcillo1, Sergio Abbate2, Belen Vaz3, María Ribagorda4, Ángel Orte5, Luis Álvarez de Cienfuegos1, Giovanna Longhi2, Araceli G Campaña1, Delia Miguel5, Juan M Cuerva1. 1. Department of Organic Chemistry , University of Granada , Avenida de la Fuente Nueva , 18071 Granada , Spain. 2. Dipartimento di Medicina Molecolare e Traslazionale , Universitá di Brescia , Viale Europa 11 , 25123 Brescia , Italy. 3. Department of Organic Chemistry, Biomedical Research Center (CINBIO), and Southern Galicia Institute of Health Research (IISSG) , Universidade de Vigo , 36310 Vigo , Spain. 4. Department of Organic Chemistry , Universidad Autónoma de Madrid , Ciudad Universitaria de Cantoblanco , 28049 Madrid , Spain. 5. Department of Physical Chemistry , University of Granada , Avenida de la Fuente Nueva , 18071 Granada , Spain.
Abstract
In this manuscript, we report the first synthesis of an organic monomolecular emitter, which behaves as a circularly polarized luminescence (CPL)-based ratiometric probe. The enantiopure helical ortho-oligo(phenylene)ethynylene ( o-OPE) core has been prepared by a new and efficient macrocyclization reaction. The combination of such o-OPE helical skeleton and a pyrene couple leads to two different CPL emission features in a single structure whose ratio linearly responds to silver(I) concentration.
In this manuscript, we report the first synthesis of an organic monomolecular emitter, which behaves as a circularly polarized luminescence (CPL)-based ratiometric probe. The enantiopure helicalortho-oligo(phenylene)ethynylene ( o-OPE) core has been prepared by a new and efficient macrocyclization reaction. The combination of such o-OPEhelical skeleton and a pyrene couple leads to two different CPL emission features in a single structure whose ratio linearly responds to silver(I) concentration.
Fluorescence spectroscopy
is nowadays one of the most versatile
techniques for the detection of analytes thanks to its high sensitivity
and noninvasiveness. Nevertheless, fluorescence is quite limited when
quantitative information is required, since molecular emission intensity
can be altered by multiple factors, such as photobleaching, phototransformation,
and/or diffusive processes, which may modify the local probe concentration.
As a result of this, there has been an effort to develop fluorescence
probes that do not depend on the intrinsic intensity of the signal.
One approach is the use of ratiometric probes,[1] which are based on a self-calibration process: the ratio of two
excitation or emission signals is used for quantitative detection.
The relationship between the two emission responses is maintained
and is independent of the probe concentration, minimizing the above-mentioned
interferences. The difficulty relies on the selection of suitable
fluorophores that work together in a proper manner.Fluorescence
spectroscopy in complex mixtures, as living systems,
is particularly challenging owing to the fluorescence background.
To avoid this, many researchers have been recently focused on the
study of circularly polarized luminescence (CPL)-active organic molecules,[2,3] which can potentially behave as more selective fluorescent probes.
CPL response depends on the preferential emission of circularly polarized
light of one handedness and is usually represented as using (IL – IR),
ΔI, as a function of the wavelength, with IL and IR being the
intensities of the left and right circularly polarized light. The
dimensionless value glum, defined as 2(IL – IR)/(IL + IR), serves
to characterized the dissymmetry of the transition. Although many
interesting CPL active systems have been described, the use of the
CPL emission as quantitative signal in a ratiometric probe has never
been demonstrated.Therefore, we wondered if the ratiometric
probe concept could be
extended to CPL-active molecules. First, a hypothetical CPL probe
should present two different CPL emitters in a single structure, with
at least one of them being able to interact with an external stimulus
and respond to it. Second, a (usually linear) relationship between
the ratio of their chiroptical responses and the analyte concentration
is also required. The combination of both requirements in a single
structure is highly challenging since the very limited ability of
CPL emitters to interact with different species.[4] Noteworthy, CPL spectroscopy provides another level of
resolution compared with the unpolarized emission spectrum. Thus,
for example, two peaks may overlap in the total emission spectrum,
but the electronic transitions involved may have opposite rotational
strengths and, therefore, could be clearly distinguished in the CPL
spectrum.Within this context, we have recently described a
new family of
easy-to-tune CPL emitters based on stapled ortho-oligo(phenylene)ethynylenes
(o-OPEs), presenting C2 symmetry ((P,1S,2S)-1, Figure ), which showed glum values up to 10–2, one
of the highest values described for an organic molecule.[5] Besides, they act as a CPL switch based on carbophilic
interactions with Ag(I) cations.[5] Interestingly,
the pyrene functionalization of the C1 and C2 stereogenic carbons
might result in a second CPL emitter unit in the same structure, and
therefore a ratio between both chiroptical responses is expected (Figure ). Moreover, this
CPL ratio could be related to the concentration of Ag(I) cations due
to their interaction with the o-OPE moiety. Considering
this hypothesis, we have synthesized enantiopure (P,1S,2S)-2 and (P,1S,2S)-3 (Figure ) giving
rise to the first ratiometric probe based on CPL, a step beyond a
simple switch between two structures. A new enantioespecific synthetic
strategy to obtain these helical structures with an intense CPL emission
has also been developed, widening the possibility of future exploration
of the chemical space of these enantiopure helical compounds by incorporating
new functionalities.
Figure 1
Working hypothesis of a CPL-based ratiometric probe based
on (P,1S,2S)-1.
Working hypothesis of a CPL-based ratiometric probe based
on (P,1S,2S)-1.
Results and Discussion
Although
our previously reported approach toward enantiopure stapled o-OPEs was straightforward, the key stereochemical control
was completed by a final chiral HPLC resolution, which is not possible
in all cases. On route to (P,1S,2S)-2 and (P,1S,2S)-3, we then decided to develop
a more versatile convergent approach using a macrocyclization reaction
of known bisphenol 4 and a commercially available chiral
ditosylate 5 (Scheme ).[6] With this strategy,
both enantiomers (P,1S,2S)-1 and (M,1R,2R)-1 are now easily available at
a large scale from the corresponding (1S,2S)/(1R,2R)-5. In this work, we focused our attention in (P,1S,2S)-1, which was further
functionalized using 1-chloromethylpyrene and 1-pyrenecarboxylic acid
to yield enantiopure (P,1S,2S)-2 and (P,1S,2S)-3 in good yields.
Scheme 1
Enantioespecific
Synthesis of (P,1S,2S)-2 and (P,1S,2S)-3
Enantioespecific
Synthesis of (P,1S,2S)-2 and (P,1S,2S)-3
Reaction conditions: (a) (1S,2S)-5, Cs2CO3, MeCN, 80 °C,
22 h, 77%; (b) p-TsOH,
EtOH/H2O, reflux, 85%; (c) 1-chloromethylpyrene, NaH, DMF,
rt, 12 h, 58%; (d) 1-pyrenecarboxylic acid, DCC, DMAP, rt, 24 h, 85%.In these systems, the P/M helical
chirality is controlled by the chirality of the oxygenated tether.
Therefore, the flexibility of the macrocyclic backbone allows a “biased”
equilibrium between P and M configurations.
In the case of a (S,S)-diol, the
observed helicity is P. A total bias of such equilibrium
is desired in order to maximize the chiroptical responses as they
mainly depend on the helix. An exploration of this effect in simple
derivatives led us to conclude that the very robust glum value around 10–2 of (P,1S,2S)-1 was retained
and was independent of any substitution in the diol.[7] This observed relationship between the helix and the tether
suggests that they were stereochemically coupled. That is, strong
variations of the OPE helicity could, in principle, affect the spatial
arrangement of a pyrene-functionalized tether and vice versa. The
controlled translation of this dynamism into chiroptical properties
could result in a ratiometric probe. In this case, the anticipated
interaction of Ag(I) cation with the OPE will probably be the driving
force for the change in the spatial arrangement of the whole molecule.To this end, we prepared the alkyl-(P,1S,2S)-2 and acyl-(P,1S,2S)-3 derivatives (Scheme ). In this case, the pyrene moieties included in the oxygenated tether
can interact with each other, resulting in interesting photophysical
properties.[8] Remarkably, such optical responses
are transported to chiroptical properties (CD and CPL signals) once
the environment is chiral.[9]Compounds
(P,1S,2S)-2 and (P,1S,2S)-3 are fluorescent with solvent dependent
quantum yields (QY) going from 0.14 to 0.55 and from 0.18 to 0.44,
respectively (Table S1). When exciting
at 350 nm, the emission is controlled by two main contributions: one
broad emission band around 410 nm, where the emission from both the
helix and monomer pyrene appears overlapped, and other one corresponding
to the pyrene excimer (a broad unstructured band centered around 520–540
nm) (Figure S4). The relative contribution
of these bands is highly dependent on the solvent. (See Figures S5 and S6.) The presence of a pyrene
excimer band confirmed the close proximity of the two pyrene units,
for an intramolecular excited-state interaction. Time-resolved emission
spectroscopy (TRES) allowed following the time evolution of the spectral
profiles. For (P,1S,2S)-2, a red shift of the emission maximum in the first
15 ns of decay indicates a slow solvent reorganization upon excitation
(Figure a and Figure S7). This is consistent with the slow
dynamics of the helix and the large size of the molecule. The species-associated
emission spectra (SAEMS) allowed differentiating three species with
lifetimes of 1, 8.1, and 21.3 ns, showing the solvent relaxation-mediated
red shift in the emission maximum, and the latter exhibiting the pyrene
excimer emission between 510 and 650 nm. A fourth species, with a
lifetime of 24.4 ns exhibited a maximum at 450 nm with a typical structure
of the helix emission (Figure b). This lifetime was longer than the one previously described
for this kind of helices due to the pyrenes excimer contribution to
the main transitions.
Figure 2
(a) TRES spectra of (P,1S,2S)-2 after a δ-pulse excitation
as a
function of time and emission wavelength in CH2Cl2 as a solvent. (b) SAEMS spectra of compound (P,1S,2S)-2 in CH2Cl2 as a solvent.
(a) TRES spectra of (P,1S,2S)-2 after a δ-pulse excitation
as a
function of time and emission wavelength in CH2Cl2 as a solvent. (b) SAEMS spectra of compound (P,1S,2S)-2 in CH2Cl2 as a solvent.More interesting results were obtained for (P,1S,2S)-3, which presents
features
of excited-state dynamics as the emission of the pyrene excimer is
formed from other species (Figures a and S5). The spectral
decomposition (SAEMS, Figure b) showed three species with the typical emission of pyrenes
and lifetimes of 1.0, 6.1, and 22.1 ns. These species exhibited negative
contributions in the pyrene excimer region, clearly supporting that
the excimer emission (fourth species with a lifetime of 43.9 ns) builds
up from the others through an excited-state reaction. The o-OPE emission appears as a shoulder overlapping the pyrene
excimer species of a 22.1 ns lifetime.
Figure 3
(a) TRES spectra of (P,1S,2S)-3 after a δ-pulse excitation as a
function of time and emission wavelength in CH2Cl2 as a solvent. (b) SAEMS spectra of compound (P,1S,2S)-3 in CH2Cl2 as a solvent.
(a) TRES spectra of (P,1S,2S)-3 after a δ-pulse excitation as a
function of time and emission wavelength in CH2Cl2 as a solvent. (b) SAEMS spectra of compound (P,1S,2S)-3 in CH2Cl2 as a solvent.Circular dichroism (CD) spectra of (P,1S,2S)-2 and (P,1S,2S)-3 were also
recorded (Figure ).
For (P,1S,2S)-2, overlapped absorption signals corresponding to the absorption
of the o-OPE (at 345 nm) and pyrene subunits (at
365 nm) could be clearly observed. Remarkably, the opposite signs
allowed us to discern between the contributions of each substructure
throughout the entire spectra, which might be very relevant for a
potential chiroptical ratiometric probe, as we commented before. In
the case of (P,1S,2S)-3, the presence of the carbonyl group red shifts the
absorption of the pyrenes and their CD signals were partially resolved
(λ = 387 nm).
Figure 4
(a) Left: experimental (solid line) and average of the
main calculated
(dash-dotted line) CD spectra of compound (P,1S,2S)-2 in the absence (black)
and presence (red) of Ag(I). Experimental intensity of the silver
complex has been multiplied by 5. Right: calculated main conformer
of (P,1S,2S)-2 in the absence (light blue) and presence (blue) of Ag(I).
(b) Left: experimental (solid line) and average of the main calculated
(dash-dotted line) CD spectra of compound (P,1S,2S)-3 in the absence (green)
and presence (violet) of Ag(I). Right: CD titration of compound (P,1S,2S)-3. Offsets of 15 nm have been applied to theoretical data.
(a) Left: experimental (solid line) and average of the
main calculated
(dash-dotted line) CD spectra of compound (P,1S,2S)-2 in the absence (black)
and presence (red) of Ag(I). Experimental intensity of the silver
complex has been multiplied by 5. Right: calculated main conformer
of (P,1S,2S)-2 in the absence (light blue) and presence (blue) of Ag(I).
(b) Left: experimental (solid line) and average of the main calculated
(dash-dotted line) CD spectra of compound (P,1S,2S)-3 in the absence (green)
and presence (violet) of Ag(I). Right: CD titration of compound (P,1S,2S)-3. Offsets of 15 nm have been applied to theoretical data.The CD spectra of (P,1S,2S)-2 in the presence of
Ag(I) showed a decrease
in the CD intensity as Ag(I) concentration increased (Figure a and Figures S9 and S10). This phenomenon, already described by us,[5a] is due to the planar arrangement of the OPE
alkynes to accommodate the cation in nonpolar solvents.[10,11]The same behavior is observed for (P,1S,2S)-3 silver coordination,
causing again the disappearance of the OPE helicity due to the planarization
of the structure and the corresponding CD signal disappearance (345
nm) (Figure b and Figures S11–S13). However, such a strong
structural change affected to a much lesser extent the chiral environment
of the pyrenes, remaining the corresponding CD signal (387 nm) (Figure b, right). This result
supports the idea that the geometry of the two subunits may be independent
in the ground state, and therefore, (P,1S,2S)-3 could be used as a Ag(I) ratiometric
probe based on CD. In fact, a good linear relationship (R2 = 0.96) was obtained between the ratio of Δε
intensities at 345 and 387 nm and Ag(I) concentration. (See the inset
in Figures b and S12 for more details.) Fitting of Δε
value at 345 nm at different silver concentrations gives a binding
constant of K( = 6360 ± 5%
M–1.[12]To gain
some insights into these different behaviors, we performed
theoretical calculations at the DFT level. In all of the cases, the
calculated CD spectra reproduced the experimental sign taking into
account the chiral synthon used. For (P,1S,2S)-2, several conformers
were analyzed, and a majority of P conformations
of the OPE moiety was obtained (a total of 77% of population). Moreover,
among the conformers with the same helicity, differences were only
found in the pyrene orientation and not in the shape of the OPE backbone.
(See the Supporting Information for details.)
In all of the cases, the interaction with Ag(I) changes the shape
of the OPE, which lost the helicoidal shape as was previously described
for analogous p,p-substituted compounds
(Figure ).[10]
Figure 5
(a) Calculated first two conformers of (P,1S,2S)-2 in the absence
(light
blue) and presence (blue) of Ag(I).
(a) Calculated first two conformers of (P,1S,2S)-2 in the absence
(light
blue) and presence (blue) of Ag(I).Considering the orbitals involved in the first principal
transition
for major conformers in the absence of Ag(I), a main difference can
be observed between compounds (P,1S,2S)-2 and 3. Alkyl derivative
(P,1S,2S)-2 presents orbitals localized just on the pyrene rings, just
on the OPE backbone, and some delocalized on the whole molecule. However,
for compound (P,1S,2S)-3, there is a clear separation between pyrene and
OPE moieties (Figure ).
Figure 6
Examples of different orbitals of the main conformer of (P,1S,2S)-2 (left) and (P,1S,2S)-3 (right) in the absence of Ag(I).
Examples of different orbitals of the main conformer of (P,1S,2S)-2 (left) and (P,1S,2S)-3 (right) in the absence of Ag(I).The rotational strengths of different conformers
and the orbitals
involved in the first main transitions were also analyzed to assign
the observed features to either the OPE or the pyrene chromophore.
(See the Supporting Information for details.)
In this sense, a good agreement between experimental and theory both
in absorption and CD spectra was observed. As it can be seen in Figure a, the calculated
CD response reproduces quite satisfactorily the observed spectra and
also their variations upon silver addition; only the intensity of
the narrow bands attributed to pyrene are overestimated by calculations.
The same kind of calculations were carried out for compound (P,1S,2S)-3. As was previously mentioned, the main observed difference is related
with the orbitals responsible for the main transitions in the absence
of Ag(I), which are localized either in the pyrene subunit or in the
OPE moiety, whereas for the ether derivative 2 there
was not a clear separation between the two moieties. (See Figures S19 and S24). Again, we obtained a good
fitting between calculated and experimental CD spectra (Figure b).CPL responses of
both compounds were recorded in the absence and
presence of Ag(I). (P,1S,2S)-2 presented a differential emission with
two different signals, which can be attributed to the two decoupled
subunits (Figure a).
The first one, corresponding to the OPE subunit, presented glum values of 1.2 × 10–2 at around 390 nm (Figure S14), as it
was previously observed for diol (P,1S,2S)-1. The second signal, with a negative
sign derived from the pyrenes, presented a glum value around −5 × 10–3 (around
515 nm). These two values can be reasonably detected by CPL equipment.
Unexpectedly, (P,1S,2S)-3 presented a very different behavior (Figure b). In this case, the fluorescent o-OPE subunit showed no CPL emission, being only detectable
by the response of the pyrenes excimer with a glum value around −3 × 10–2 at
540 nm and +0.7 × 10–2 at about 480 nm (Figure S14) to prevent the use of (P,1S,2S)-3 as a ratiometric
probe based on CPL measurements.[9c,9f] This signal
observed in the emissive region of the pyrene groups is a couplet.
The interpretation of such couplet is not an easy task, although some
explanations of the bisignated signals in CPL have been described:[5a,13,14] one may invoke the presence of
different conformers, with different geometries in their ground state
and also different S1 excited states,[5a] or one may find that the dominant conformer in the ground state
presents a S1 state with two minima (like in camphor).[13a] Considering the TRES results and the OPE emissive
bands observed in the other studied compounds containing the same
moiety, both CPL features may be assigned to pyrene fluorophore with
different arrangements. In any case, it seems that once the pyrene
unit is excited, the excimer with the second pyrene unit, in close
proximity, is formed within 1 ns, as evidenced by the negative pre-exponential
factor of the shortest lifetime in the fluorescence decay traces.
This fast formation of the excimer and the subsequent change in geometry
forced a planarization of the OPE.
Figure 7
Fluorescence spectra (dashed line) and
left–right (ΔI) intensities (solid line)
of compounds (a) (P,1S,2S)-2 and (b)
(P,1S,2S)-3. (ΔI intensities of the Ag(I) complex
are referred to as right axis.) (c) CPL titration of compound (P,1S,2S)-2 with AgBF4. Inset: linear fitting of the ratio between
left–right fluorescence intensity (ΔI) at 400 and 500 nm versus Ag(I) concentration.
Fluorescence spectra (dashed line) and
left–right (ΔI) intensities (solid line)
of compounds (a) (P,1S,2S)-2 and (b)
(P,1S,2S)-3. (ΔI intensities of the Ag(I) complex
are referred to as right axis.) (c) CPL titration of compound (P,1S,2S)-2 with AgBF4. Inset: linear fitting of the ratio between
left–right fluorescence intensity (ΔI) at 400 and 500 nm versus Ag(I) concentration.Thus, we proceeded with the study of the CPL response of
compound
(P,1S,2S)-2 in the presence of Ag(I). The CPL response in terms of ΔI diminishes in the presence of increasing amounts of Ag(I)
for both signals (Figure c). Moreover, the different sign of the two CPL responses
was ideal for the quantification. In fact, the ratio between absolute
values of ΔI (400 nm)/ΔI (500 nm) showed a linear response with the Ag(I) content as required
for a ratiometric probe (Figure c, inset).[15]
Conclusion
In summary, we have synthesized two compounds, each one bearing
two moieties with a characteristic chiroptical and fluorescent activity.
The OPE moiety structure is sensitive to Ag; on the contrary, the
pyrene reciprocal orientation appears to be preserved also in the
Ag complex. We developed and demonstrated that compound (P,1S,2S)-2 with two
CPL emissions can behave as the first example reported of a ratiometric
probe based on CPL emission. Although the described example presents
limitations, the expected superiority in terms of sensitivity and
selectivity of CPL probes for future applications in CPL-based microscopes
relies in the assumption that the translation of the usual fluorescent-based
analytic techniques is possible.[16] In this
sense, the synthesis of novel CPL probes able to carry different functions
is a prerequisite for the full development of this technique into
a standard analytical technique. Development of ratiometric probes
with more balanced CPL emissions and better signal-to-noise ratios
is underway.
Experimental Section
General
Section
All reagents were used as purchased
from standard chemical suppliers and used without further purification.
TLC was performed on aluminum-backed plates coated with silica gel
60 (230–240 mesh) with the F254 indicator. The spots were visualized
with UV light (254 nm). All chromatography purifications were performed
with silica gel 60 (40–60 μm). NMR spectra were measured
at room temperature. 1H NMR spectra were recorded at 400
and 500 MHz. Chemical shifts are reported in ppm using the residual
solvent peak as a reference (CHCl3 δ = 7.26 ppm,
CH2Cl2 δ = 5.32 ppm). Data are reported
as follows: chemical shift, multiplicity (s = singlet, d = doublet,
t = triplet, q = quartet, quint = quintuplet, m = multiplet, dd =
doublet of doublets, dt = doublet of triplets, dq = doublet of quartets,
td = triplet of doublets, bs = broad singlet), coupling constant (J in Hz), and integration. 13C NMR spectra were
recorded at 100 and 125 MHz using broad-band proton decoupling, and
chemical shifts are reported in ppm using residual solvent peaks as
a reference (CHCl3 δ = 77.16 ppm, CH2Cl2 δ = 54.0 ppm). Carbon multiplicities were assigned
by DEPT techniques. High resolution mass spectra (HRMS) were recorded
on a mass spectrometer using atmospheric-pressure chemical ionization
(APCI+) or electrospray ionization (ESI). Known compound 4 was isolated as a pure sample and showed NMR spectra matching those
of previously reported data.[5a]
Synthesis
of Compound (P,1S,2S)-1
A solution of 4 (943 mg, 2.3
mmol) in CH3CN (15 mL) was added
to a mixture of 1,4-di-O-tosyl-2,3-O-isopropyl-indene-l-threitol (S,S)-5 (1.1 g, 2.3 mmol)[6] and Cs2CO3 (1.8 g, 5.52 mmol) in CH3CN (135 mL). The mixture was heated under reflux for 22 h. Then,
the solvent was removed. The residue was purified by flash chromatography
(EtOAc/hexane 3:7) to give the corresponding ketal (P,1S,2S)-6 (950 mg,
77%). Yellow solid, mp 165–174 °C. 1H NMR (400
MHz, CDCl3): δ 7.66–7.61 (m, 2H), 7.60–7.56
(m, 2H), 7.35–7.28 (m, 4H), 7.24 (d, J = 8.7
Hz, 4H), 6.42 (d, J = 8.7 Hz, 4H), 4.39–4.22
(m, 6H), 1.50 (s, 6H). 13C NMR (100 MHz, CDCl3): δ 158.2 (C), 133.8 (CH), 133.4 (CH), 133.1 (CH), 130.1 (C),
128.2 (CH), 127.7 (CH), 125.3 (C), 124.9 (C), 115.9 (C), 114.4 (CH),
109.5 (C), 93.8 (C), 92.6 (C), 87.5 (C), 75.2 (CH), 67.0 (CH2), 27.0 (CH3). HRMS (ESI-TOF) m/z: [M + Na]+ calcd for C37H28O4Na, 559.1879; found, 559.1864.To a solution of
previously described ketal (P,1S,2S)-6 (295 mg, 0.55 mmol) in MeOH
(25 mL), pTsOH (10 mg, 0.055 mmol) and water (40
mg, 2.2 mmol) were added. The reaction was heated under reflux for
2.5 h. Then, the mixture was diluted with abundant CH2Cl2, washed with water, and dried over anhydrous Na2SO4, and the solvent was removed. The residue was purified
by flash chromatography (EtOAc/hexane 4:6) to give diol (P,1S,2S)-1 (232 mg,
85%). Its 1H and 13C NMR data matched with previously
described data.[5a]
Synthesis of Pyrene Derivative
(P,1S,2S)-2
A mixture
of diol (P,1S,2S)-1 (50 mg, 0.1 mmol) and NaH (32 mg, 0.8 mmol, 60%
purity) in DMF (1 mL) was stirred under an Ar atmosphere for 1 h.
Then, a solution of 1-chloromethylpyrene (100 mg, 0.4 mmol) in DMF
(2 mL) was added, and the new mixture was stirred at room temperature
and under an Ar atmosphere for 12 h. Then, CH2Cl2 was added. The mixture was washed with HCl2N and dried
over anhydrous Na2SO4, and the solvent was removed.
The residue was purified by flash chromatography (EtOAc/hexane 1:9)
to give compound (P,1S,2S)-2 (54 mg, 58%). White solid, mp 180–193
°C. 1H NMR (500 MHz, CDCl3): δ 8.56
(d, J = 9.2 Hz, 1H), 8.27–8.21 (m, 3H), 8.18–8.13
(m, 3H), 8.08–7.96 (m, 2H), 7.62 (d, J = 7.5
Hz, 2H), 7.37 (td, J = 7.6, 1.5 Hz, 1H), 7.31 (td, J = 7.6, 1.4 Hz, 1H), 6.80 (d, J = 7.5
Hz, 2H), 5.67 (d, J = 12.4 Hz, 1H), 5.56–5.46
(m, 2H), 5.32–5.21 (m, 1H), 4.13–3.98 (m, 1H), 3.93–3.78
(m, 1H), 3.63 (dd, J = 11.6, 3.9 Hz, 1H). 13C NMR (125 MHz, CDCl3): δ 156.3 (C), 133.5 (CH),
133.1 (CH), 132.7 (CH), 132.0 (CH), 131.4 (C), 131.0 (C), 130.8 (C),
130.3 (C), 128.8 (CH), 128.3 (CH), 128.21 (CH), 128.19 (CH), 127.6
(CH), 127.4 (CH), 126.3 (CH), 125.7 (CH), 125.5 (C), 125.2 (C), 125.0
(C), 124.8 (C), 124.4 (CH), 124.0 (CH), 115.4 (C), 114.3 (CH), 93.9
(C), 92.3 (C), 87.3 (C), 72.5 (CH2), 70.9 (CH), 63.6 (CH2). HRMS (APCI-TOF) m/z:
[M]+ calcd for C68H45O4, 925.3312; found, 925.3313.
Steady-State and Time-Resolved Emission Spectroscopy
Steady-State
Fluorescence Spectra Were Recorded Using a JASCO
FP-8300 Spectrofluorometer in 10 × 10 mm Cuvettes
Time-resolved
fluorescence decay traces were collected via the time-correlated single
photon counting (TCSPC) method using a FluoTime 200 fluoromoter (PicoQuant,
GmbH). The excitation source was a 375 nm pulsed diode laser (LDH-P-C-375B
PicoQuant, GmbH) using a 20 MHz excitation frequency for measurements
at 400 nm and 5 MHz frequency for excimer measurements at 540 nm.
The full width at half-maximum (fwhm) of the laser pulses was around
40 ps. The fluorescence emission was collected at a 90° geometry,
focused at the detector after crossing through a polarizer (set at
the magic angle), 2 mm slits, and a 2 nm bandwidth monochromator.
TCSPC was achieved by a TimeHarp200 board, set at 36 ps/channel. Fluorescence
decay traces were collected for the necessary time to reach 20 000
counts at the peak channel. For both compounds (P,1S,2S)-2 and (P,1S,2S)-3 decay traces were collected at 398, 400, and 402 nm, where the maximum
of emission was observed (corresponding to OPE and pyrene structures)
and at 536, 538, and 540 nm, where excimer emission is observed.Time-resolved emission spectroscopy (TRES) of compounds (P,1S,2S)-2 and (P,1S,2S)-3 dissolved in CH2Cl2 was performed
by collecting 66 fluorescence decay traces in the 390–650 nm
emission range (Δλem = 4 nm) at 5 MHz excitation
frequency during a fixed amount of time (500 s), to maintain the overall
intensity information.
Circular Dichroism and Circularly Polarized
Luminiscence Measurements
CD titrations were performed in
an Olis DSM172 spectrophotometer
with a xenon lamp of 150 W with a 1.0 cm path-length quartz cell.
In all of the cases, a fixed slit width of 1 mm and integration time
of 0.2 s were selected. Titrations of compounds (P,1S,2S)-2 and (P,1S,2S)-3 were carried out by the addition of progressive quantities of a
2.5 × 10–4 M solution of AgBF4 salt,
which was commercially available, to a 2.5 × 10–5 M solution of the corresponding compound in a 95:5 mixture of CH2Cl2/acetone. To make the fitting of the kinetic
constant easier, the concentration of ligands (P,1S,2S)-2 and (P,1S,2S)-3 was kept
constant during the titration. To ensure this, a 2.5 × 10–5 M solution of these compounds was used as a solvent
to prepare the AgBF4 solution.Circularly polarized
luminiscence (CPL) measurements were recorded in an Olis DSM172 spectrophotometer.
The spectra were recorded at 1 × 10–5 M concentrations
in HPLC grade solvents. A fixed wavelength LED (372 nm) as the excitation
source was used.
Authors: Pablo Reiné; José Justicia; Sara P Morcillo; Giuseppe Mazzeo; Emilio García-Fernández; Antonio Rodríguez-Diéguez; Luis Álvarez de Cienfuegos; Sergio Abbate; Juan M Cuerva; Giovanna Longhi; Delia Miguel Journal: Chirality Date: 2017-10-31 Impact factor: 2.437
Authors: Arthur H G David; Raquel Casares; Juan M Cuerva; Araceli G Campaña; Victor Blanco Journal: J Am Chem Soc Date: 2019-11-01 Impact factor: 15.419
Authors: Junhui Zhang; Lixiong Dai; Alexandra M Webster; Wesley Ting Kwok Chan; Lewis E Mackenzie; Robert Pal; Steven L Cobb; Ga-Lai Law Journal: Angew Chem Int Ed Engl Date: 2020-11-03 Impact factor: 16.823