Roberto
González-Gómez
abc,
Mireille
Vonlanthen
c,
Christian
Bijani
ab,
Catherine
Amiens
ab,
Ernesto
Rivera
*c and
Karine
Philippot
*ab
aCNRS, LCC (Laboratoire de Chimie de Coordination), 205, route de Narbonne, BP 44099, F-31077 Toulouse cedex 4, France. E-mail: karine.philippot@lcc-toulouse.fr
bUniversité de Toulouse, UPS, INPT, F-31077 Toulouse cedex 4, France
cInstituto de Investigaciones en Materiales, Universidad Nacional Autónoma de México, Circuito exterior Ciudad Universitaria, CP 04510, Mexico City, Mexico. E-mail: riverage@unam.mx
First published on 7th April 2025
Hybrid nanostructures, comprising ruthenium nanoparticles (Ru NPs) and Fréchet-type dendrons of first (G1) and second (G2) generations bearing two and four pyrene units, respectively, and a carboxylic acid group as an anchoring function, have been prepared by taking advantage of the organometallic approach and ligand exchange. Their optical properties have been studied by absorption and fluorescence spectroscopy and compared with those of their counterparts prepared under the same conditions but with pyrene acetic acid and pyrene butyric acid as fluorophores. Pyrene-labelled Fréchet-type dendrons display more pyrene units at a longer distance from the Ru surface than pyrene acetic acid and pyrene butyric acid fluorophores. Interestingly, and unlike pyrene acetic acid- and pyrene butyric acid-derived nanohybrids, the dendron-functionalized Ru NPs exhibit significant to efficient quenching of the pyrene fluorescence (67% for G2 and 94% for G1 with respect to the free dendrons). The quenching effect of the Ru metallic cores on the fluorophore units opens up new prospects for the use of such nanohybrids as antennas for photocatalytic applications.
Among the vast family of fluorophores, pyrene is a very powerful fluorescent probe that has been widely used,11–14 due to its long excited-state lifetime and easy formation of excimers. For instance, pyrene-based conjugated polymers have been found to act as photocatalysts for hydrogen evolution from water.15 To the best of our knowledge, only a few works have reported on the anchoring of pyrene derivatives bearing appropriate functional groups to the surface of Ru NPs, leading to interesting optical properties. S. Chen and collaborators reported the preparation of Ru NPs functionalized with pyrene moieties by olefin metathesis reactions of carbene-stabilized NPs with 1-vinylpyrene and 1-allylpyrene (Ru = VPy and Ru = APy, respectively).16 In these constructs, strong intraparticle charge delocalization from the pyrene derivative to the Ru NPs was observed. This extended conjugation platform showed unique optical properties. In the case of Ru = VPy, the obtained construct behaved like a pyrene dimer, whereas in the case of Ru = APy, the fluorescence behaviour was consistent with a monomeric pyrene derivative. These pyrene-functionalized Ru NPs (Ru = VPy and Ru = APy) were employed as chemosensors for the detection of nitroaromatic compounds based on the quenching of their fluorescence.17–19 J. A. Sullivan and co-workers studied the photophysical properties of Ru NPs functionalized with a fluorescent perylene dye (EP) and silane ligands (ETMS) bound via vinylidene linkages. In comparison with the free dye, the Ru NP-bound dye exhibited higher photostability as well as an extended absorption range into the near-UV region, providing enhanced fluorescence in the visible range. Owing to these features, the constructs could find applications in visible-light-driven heterogeneous catalysis in the liquid phase, light-emitting diodes, solar cells, fluorescent biological tags, and as morphologically tuneable materials for metal-to-ligand charge transfer studies in the solid state.20
As it has been reported that the physicochemical properties of NPs may benefit from using dendrimers as capping agents,21,22 and that pyrene group-containing dendrimers and dendrons provide promising materials for luminescence,23,24 Förster resonance energy transfer and photovoltaic applications,25–32 we were interested in studying the photophysical properties of Ru NPs decorated by pyrene-labelled dendrons and the quenching efficiencies between the pyrene units and the Ru NPs. Given the absence of the Knight shift with Ru NPs, the coordination of molecules at their surface can be studied by NMR techniques.33,34 To synthesize the hybrid pyrene-labelled dendron–Ru NPs, we took advantage of the organometallic approach. This synthetic methodology is a powerful strategy to access very small (1–10 nm) metal NPs with controlled and reproducible characteristics that can be used as model systems for studying chemical and physical properties at the nanoscale.35 Using an olefinic complex as the source of metal atoms, whose ligands are reduced by hydrogen into inert and volatile alkanes (e.g. [Ru(COD)(COT)], COD = 1,5-cyclooctadiene, COT = 1,3,5-cyclooctatriene), avoids the presence of by-products that may interact with the NP surface and block the access of the ligand of interest.36 The latter can be introduced from the start of the synthesis as a stabilizing agent.37 For instance, rhodamine B-decorated cobalt NPs, synthesised in a one-step procedure, have been a suitable system to study the effect of the metallic core on the optical properties of the fluorophore, and also how the excitation of the fluorophore bound to the surface could induce a modulation of the magnetization of the NPs.38 However, the ligand of interest can also be introduced in a second step via a ligand exchange process.39 This strategy was used to graft polypyridyl-based Ru(II) complexes via phosphonate groups onto the surface of heptanol-stabilized Co3O4 NPs40 and Ru(II) tris(1,10-phenanthroline) complexes onto oleic acid-stabilized core@shell Fe@Fe2O3 NPs,41 which provided, in both cases, hybrid nanomaterials that are able to promote photooxidation of water, the bottleneck step in the water-splitting process.
Given the above considerations, we decided to explore the coordination of pyrene-labelled dendrons onto Ru NPs in order to study the resulting fluorescence properties. Herein, we thus report on the functionalization of Ru NPs with Fréchet-type dendrons of the first and second generations, which were specifically designed for this study so that they have two and four pyrene units, respectively, as well as a terminal carboxyl group, which acts as an anchoring function.42 The study was also conducted on pyrene acetic acid and pyrene butyric acid derivatives as control systems. This series of fluorophores will be referred to as Py–L. Given the ability of Ru NPs to catalyse hydrogenation, in particular of aromatic derivatives,43 the pyrene-based ligands were not introduced from the start of the synthesis in order to avoid the hydrogenation of the pyrene chromophores, but by ligand exchange on pre-formed Ru NPs. The synthesis of these latter NPs was performed using octanoic acid (OA) as a stabilizing ligand, similar to our previous work on ethanoic acid-stabilized Ru NPs, yet with a longer alkyl chain to facilitate NMR studies. These octanoic acid-stabilized Ru NPs will be noted as OA–Ru NPs hereafter.44 The dynamic ligand exchange process was monitored in situ by DOSY 1H NMR spectroscopy, which allowed us to quantify the number of fluorophores interacting with the OA–Ru NPs. The optical properties of the hybrid systems (denoted as Py–L/OA–Ru NPs) have been studied by absorption and fluorescence spectroscopy under identical in situ conditions. As the same ligand-exchange procedure, and the same pre-formed OA–Ru NPs have been used to synthesise the Py–L/OA–Ru NPs hybrid systems, a direct comparison of the optical properties of the latter as a function of the structure of Py–L can be drawn in a reliable manner. To the best of our knowledge, this is the first report on the association of first- and second-generation pyrene-labelled fluorescent dendrons with Ru NPs, which allows the linkage of more photoactive chromophores on the NPs at a longer distance from the metal surface, a key step towards the development of efficient antennas for, e.g., photocatalytic applications.
The OA–Ru NPs were synthesized by hydrogenation of the olefinic complex [Ru(COD)(COT)] (COD = 1,5-cyclooctadiene, COT = 1,3,5-cyclooctatriene) in the presence of OA as the stabilizing ligand (0.2 molar eq./[Ru]) in pentane (room temperature, 30 min) (Scheme 2, step 1; see synthesis details in ESI section I†).45 In comparison with free octanoic acid, the 1H NMR spectrum of the OA–Ru NPs displayed only broad peaks in the 2.5–0.5 ppm region, indicating that all the OA interacted with the Ru surface (see ESI Fig. S2†).
Then, the OA–Ru NPs were reacted (under argon; r.t.) with each of the five fluorophores under study (Scheme 2, step 2). For each fluorophore, the influence of the [fluorophore]:
[Ru] ratio on the ligand exchange was monitored in solution by DOSY (diffusion-ordered spectroscopy) 1H NMR (see Fig. 2 (vide infra) and ESI section II, Fig. S3, S5, and S6, and Tables S1–S4†). This technique allows the resonances of individual components in a mixture to be separated as a function of their hydrodynamic size. On the basis of pulsed field gradient (PFG) NMR, the diffusion rate of a species in a solvent was measured by acquiring a series of spectra at incrementally increasing gradient strengths, resulting in signal attenuation caused by the self-diffusion of the molecules, which is used to calculate a diffusion coefficient (D). As smaller molecules (here, OA free ligands or unreacted Py–L) diffuse more rapidly than larger ones (here, OA–Ru NPs and Py–L/OA–Ru NPs), they display higher diffusion coefficients.
In order to obtain spectra without signals of the free ligands for the sake of clarity, a single 1H NMR spectrum was measured for each Py–L/OA–Ru NPs system by choosing the gradient length, gradient level, and the diffusion delay in a way that the signals of free species would be completely attenuated and those of the coordinated ones still be visible due to slower diffusion. Based on this, the 1D 1H NMR spectra (see Fig. S3† for pyrene and Fig. S4† for pyrene–acetic acid (Py–Ac) as a typical example of Py–L) display only the signals from the coordinated molecules. As the same ligand-exchange protocol and the same pre-formed OA–Ru NPs were used to introduce all tested fluorophores, the comparison between the hybrid systems formed is reliable.
As Py does not have any carboxylic acid groups to promote its anchoring at the NP surface, it was used as a control to check for any π-interactions that might occur between aromatic rings and the NPs. A sweep of the [Py]:
[Ru] ratio from 0.05 to 0.2 in benzene-d6 did not show any interaction of Py at the NP surface (see ESI, Fig. S3†). Indeed, in 1D DOSY 1H NMR spectra, no peak can be observed in the aromatic region, whatever the number of Py equivalents added. The only peaks observed are located in the 2.5–0.5 ppm region and are attributed to coordinated OA, as for the native NPs (see ESI Fig. S2†). The absence of the ligand exchange between surface-bound OA and Py thereby discards the potential anchoring of this fluorophore at the NP surface via π-interactions.
The 1H NMR (THF-d8) spectrum monitoring of the addition of Py–Ac or Py–But ligands to a colloidal suspension of OA–Ru NPs, with a sweep of the [Py–L]:
[Ru] ratio in the range from 0.05 to 0.2, revealed that this time a ligand exchange occurred. Broad peaks were observed in the 8.4–7.9 ppm range, the intensity of which increased with the [Py–L]
:
[Ru] ratio, and this can be attributed to the pyrene group of the fluorophore in interaction with the NP (see ESI Fig. S4† for Py–Ac as a typical example). In parallel, the intensity of the peaks of OA (in the 2.5–0.5 ppm region) decreased with the increase of the [Py–L]
:
[Ru] ratio, indicating the progressive release of OA in solution and thus attesting to the ligand exchange. DOSY 1H NMR spectra (see Fig. 2 and S5† for Py–But and Py–Ac, respectively) confirmed the interaction of the fluorophore with the NP surface, with diffusion coefficients nearly five times lower for the interacting species (ca. 10 × 10−10 m2 s−1 and ca. 2 × 10−10 m2 s−1 for the free Py–L and interacting species, respectively). The integration of the different peaks allowed quantification of the ligands interacting with the NPs (see ESI Tables S2 and S3† for Py–Ac and Py–But, respectively). The addition of 0.2 eq. of the fluorophore led to exchange ratios (ligand out (OA)/ligand in (Py–L)) above 1 in each case, with a larger value determined for Py–But (ca. 2.3) than for Py–Ac (ca. 1.8). This can be explained by the steric hindrance of the fluorophores in comparison with OA.
A similar study was performed to follow the reaction between the first-generation dendron (Py2–COOH; G1) and OA–Ru NPs. In terms of steric hindrance, Py2–COOH can be compared to Py–Ac, as it also has a rigid carboxylic acid anchoring group. However, Py2–COOH presents the interest of having two photoactive units vs. one in the two previous fluorophores. A sweep of the [Py–L]:
[Ru] ratio was carried out from 0.05 to 0.15. The coordination of the fluorophore and release of OA could be observed and quantified by DOSY 1H NMR spectroscopy (see ESI, Fig. S6 and Table S4†). Despite a lower quantity of fluorophore added (0.15 eq. vs. 0.2 eq. for the two previous cases), the number of Py–L interacting with the NPs (0.069 eq.; see ESI Table S4†) is already higher than in the case of Py–Ac and Py–But (0.062 eq. for Py–Ac and 0.042 eq. for Py–But as shown in ESI Tables S2 and S3,† respectively). However, the quantity of OA released per fluorophore is much lower in this case (0.55 vs. 1.7 for Py–Ac and 2.3 for Py–But; see Tables S4, S2 and S3,† respectively), suggesting that Py2–COOH interacts mainly in outer coordination shells. Concerning the second-generation dendron (Py4–COOH; G2), a saturation phenomenon was observed in the 1H NMR spectra in the relevant concentration range, which can be explained by the high molecular weight of Py–L. Therefore, it was not possible to obtain relevant proof of its interaction with the NPs by 1H NMR spectroscopy. However, as will be discussed later, the addition of this dendron to a solution of OA–Ru NPs led to a drastic modification of its optical properties. This phenomenon cannot be explained without any close interaction between the two entities.
To sum up, the NMR studies described above evidenced that unsubstituted pyrene does not displace the OA ligand interacting with the NP surface. In the following, we will consider that this fluorophore does not interact with the NP surface and thus can be used as a control for the fluorescence study. The incorporation of a carboxylic acid group into the Py fluorophore (Py–L) is a driving force for ligand exchange, thus providing hybrid Py–L/OA–Ru NPs systems. This ligand exchange was observed to depend on the fluorophore structure and flexibility. The results show that a higher proportion of Py–Ac (ca. 31%) than Py–But (ca. 21%) interacts with the NP surface, in agreement with their relative steric hindrance. Interestingly, a higher proportion of G1 (ca. 50%) interacts with the NPs, which suggests that once a certain steric hindrance limit is reached, second-shell interactions set in. This phenomenon might be favoured by the molecular structure of G1 and can be expected to occur for G2 as well, due to the increased mobility imparted to the Py unit by the butyl chains, as they are further apart from the coordinating carboxylic acid function in comparison to Py–Ac and Py–But.
The fluorescence emission spectra of the Py–L were studied under the same conditions as above (dry THF solvent and inert atmosphere) with an excitation wavelength of 344 nm. In the fluorescence spectra of Py, Py–Ac and Py–But, only the monomer emission band was observed at 378 nm, since those compounds are composed of only one pyrene unit and diluted solutions were used (Fig. S12–S14†), similarly to the free Py (λem = 374 nm and λex = 336 nm). In the case of G1 and G2, pyrene monomer (M) emission as well as a broad excimer (E) emission were observed at λem = 378 and 480 nm, respectively, due to a higher local pyrene concentration (Fig. 3, S15 and S16†). The ratio of the excimer emission intensity (IE) vs. monomer emission intensity (IM) increased for the second-generation dendrimer, as previously reported for similar compounds.25
![]() | ||
Fig. 3 Emission spectra of (a) Py2–COOH (G1) and (b) Py4–COOH (G2) measured in THF solutions under argon at different concentrations (λexc = 344 nm). |
The optical properties of the hybrid systems (Py–L/OA–Ru NPs) have been studied by absorption and fluorescence spectroscopy. As the same pre-formed OA–Ru NPs were used in each case, a direct comparison of the optical properties of the hybrid nanostructures could be carried out. Different types of quenching phenomena are expected to occur depending on the molecular structure of the fluorophores.46,47 In the case of Py, only a collisional quenching effect is expected, as the NMR study could not evidence any interaction with the NPs. For the Py–L fluorophores that contain a carboxylic acid group, a direct effect of the Ru NPs on the fluorescence properties of the fluorophores by both fluorescence energy transfer and electron transfer can be expected, as a ligand exchange occurs at the surface of the NPs, leading to the anchoring of the fluorophores.
Preliminary experiments were carried out using OA–Ru NPs and Py. The emission spectra recorded for different [OA–Ru NPs]:
[Py] ratios (λexc = 336 nm), increasing the amount of Py from 0.05 to 0.3 eq., showed that the NPs were acting as a quencher of the emission of Py. The kinetics of the collisional quenching was studied. The Stern–Volmer constant (kSV) for the quenching of Py fluorescence by OA–Ru NPs was calculated using eqn (1):
![]() | (1) |
For all other Py–L fluorophores, the carboxylic acid function led to an efficient interaction of the fluorophores with the NPs, as demonstrated by the NMR experiments. However, some free Py–L is still present in the mixture due to equilibrium conditions. The photophysical studies were performed with different [OA–Ru NP]:
[pyrene unit] ratios, at λexc = 344 nm. In all cases, a quenching of the pyrene chromophore emission was observed. The quenching efficiency (Q) resulting from the formation of the Py–L/OA–Ru NPs hybrid was quantified by comparing the fluorescence emission of the fluorophore at λem = 378 nm with (I) and without the quencher (I0), using eqn (2):
![]() | (2) |
The I0 value was determined using a calibration curve (emission intensity at λem = 378 nm vs. concentration) of the corresponding Py–L (see ESI Fig. S13–S16†), where [Py–L] is the concentration of the pyrene ligand, mPy–L is the slope, and bPy–L is the intercept of the calibration curve in the excimer emission range. When the concentration of Py–L was increased, a higher concentration of the free ligand remained in the solution, leading to an apparent decrease in the quenching efficiency (Tables S5 and S6†). Therefore, the discussion will focus on the experiments made with the lowest quantities of the introduced fluorophore, namely [OA–Ru NPs]:
[Py–L] = 0.116.
In the case of Py–Ac, which could be considered a dendron of zero generation, a significant (78%) quenching of its emission was observed (see ESI, Fig. S17, Table S5†), which confirmed that efficient energy or electron transfer occurs when the fluorophores interact with the NPs.
Significant quenching was also observed when the OA–Ru NPs were functionalized with Py–But. However, the NMR studies revealed that the incorporation of this ligand was less efficient than the incorporation of Py–Ac (Tables S2 and S3†). The alkyl chain length also has a significant effect, as the NP quenching efficiency generally decreases as the distance between the fluorophore and NPs increases, which was expected here when comparing Py–Ac and Py–But. Accordingly, a fluorescence quenching of only 69% was observed under the same measurement conditions, namely for an [OA–Ru NP]:
[Py–But] ratio of 0.116 (see ESI, Fig. S18, Table S6†).
Then, two Fréchet-type dendrons of first and second generations bearing a carboxylic acid group (Fig. 1, Py2–COOH and Py4–COOH) were reacted with pre-formed OA–Ru NPs. The obtained emission spectra are shown in Fig. 4. It was observed that the monomer and the excimer emission of Py2–COOH were both drastically quenched by the NPs. Using eqn (2), a quenching efficiency of 94% was calculated for 0.05 eq. of added dendron per Ru content (i.e. [OA–Ru NP]:
[pyrene unit] of ca. 0.06). This result is particularly interesting as the NMR study suggested that G1 pyrene units interacted mainly in a second coordination sphere around the NPs and hence should be more distant from the metal surface than Py–Ac and Py–But. This may be explained by the larger proportion of G1 actually interacting with the NPs as a result of its specific structure, as discussed above.
![]() | ||
Fig. 4 Py2–COOH (G1) emission quenching; λexc = 344 nm; slit 1.0 nm: (green) 1.8 × 10−6 M of G1; (black) 4.53 × 10−6 M of G1 – [OA–Ru NP]![]() ![]() |
The second-generation dendron, Py4–COOH, with four fluorescent pyrene units in the periphery, and one carboxylic acid anchoring group, has a larger molecular structure. Due to the complexity of this system, it was not possible to follow the ligand exchange by 1H NMR experiments. Solutions were prepared to obtain a fluorophore concentration that could be used in the calibration curve, which was previously plotted (2.2 × 10−7 M) (Fig. 5). Upon excitation at 344 nm, the NP quenching performance was quantified by comparing the fluorescence emission of the dendron at 378 nm in the presence (I) and in the absence (I0) of the quencher, using eqn (2). A maximum quenching of 67% was observed in this case (Fig. 5 and Table 2).
![]() | ||
Fig. 5 Py4–COOH (G2) fluorescence emission quenching; λexc = 344 nm; slit 1.25 nm: (green) 2.7 × 10−7 M of G2; (black) 4.40 × 10−6 M of G2 – [OA–Ru NP]![]() ![]() |
When comparing the effect of the NPs on G1 and G2 at the same Ru/pyrene ratio, here 0.029 (entry 2 in Tables 1 and 2), it is clear that the NPs have a larger quenching effect on G1 (82%) than on G2 (67%). This suggests that some pyrene groups of G2 are too far from the NP surface for their emission to be efficiently quenched, which might be related to the bulkiness of this pyrene-labelled dendron and to the flexibility and length of the butyl chains. In particular, the optimal ligand exchange makes the G1 dendron the best system for energy/electron transfer from the pyrene moieties of the dendrons to the NPs. At Ru/pyrene ratio = 0.058, a quenching value of 94% is observed, while only ca. 50% is observed for the simple Py–Ac and Py–But ligands, which further emphasizes the interesting behaviour of the G1 fluorophore.
G1 added (eq.) | Relation [OA–Ru NP]![]() ![]() |
Relation [OA–Ru NP]![]() ![]() |
Quenching efficiency (%) | G1 in interaction (eq.) |
---|---|---|---|---|
0.15 | 0.038 | 0.019 | 75 | 0.07 |
0.10 | 0.058 | 0.029 | 82 | n.d. |
0.05 | 0.116 | 0.058 | 94 | 0.03 |
G2 added (eq.) | Relation [OA–Ru NP]![]() ![]() |
Relation [OA–Ru NP]![]() ![]() |
Quenching efficiency (%) |
---|---|---|---|
0.15 | 0.038 | 0.010 | 61 |
0.05 | 0.116 | 0.029 | 67 |
On the basis of pulsed field gradient (PFG) NMR, the diffusion rate of a species in a solvent was measured by acquiring a series of spectra at incrementally increasing gradient strengths, resulting in signal attenuation caused by the self-diffusion of the molecules that was used to calculate the diffusion coefficient (D). To obtain the spectra without signals of the free ligands, a single 1H NMR spectrum was measured by choosing the gradient length, gradient level, and the diffusion delay in a way that the free, sharp ligand signals would be completely attenuated, and those of the coordinated one would still be visible due to slower diffusion. For quantification of the exchange process from the diffusion coefficient-filtered DOSY spectra, the grease content at δ1H about 0 ppm in THF-d8 (which remained constant upon successive addition of fluorophore aliquots to the OA–Ru NPs solution) was used as an internal standard. The first spectrum, recorded in the absence of the fluorophore, was used to determine the calibration factor, C, between the integration value of grease and the number of equivalents of OA present in solution (i.e. 0.2 eq., as all OA introduced for the synthesis of the OA–Ru NPs remains in the powder at the end of the synthesis). After each addition of the fluorophore aliquot to the NMR tube, the NMR spectrum was analysed using the same calibration factor C. The number of coordinated fluorophores was then calculated from the integration of the aromatic signals divided by the number of hydrogen atoms on the pyrene and phenyl rings (Py: 10H, Py–Ac, Py–But: 9H, Py2–COOH: 21H, Py4–COOH: 45H). This allowed determination of the contribution of the fluorophore to the alkyl region of the spectra (Py–Ac: 2H, Py–But: 6H, Py2–COOH: 16H, Py4–COOH: 32H times the corresponding number of moles). The equivalent number of the coordinated OA molecules was then calculated from the integration of the alkyl protons, minus the contribution of the CH2 protons from the substituted Py–L, divided by 17 (the number of protons per OA molecule). All equivalents are given vs. Ru content.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d5dt00192g |
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