Khalid
Naim‡
a,
Prodipta
Samadder‡
a,
Atikur
Rahman
a,
Subash Chandra
Sahoo
b and
Prakash P.
Neelakandan
*ac
aInstitute of Nano Science and Technology, Sector 81, Mohali 140306, India. E-mail: ppn@inst.ac.in
bDepartment of Chemistry, Panjab University, Sector 14, Chandigarh 160014, India
cAcademy of Scientific and Innovative Research (AcSIR), Ghaziabad 201002, India
First published on 24th February 2025
Stimuli-responsive fluorescent materials are gaining significant attention in the development of smart materials, particularly for applications in sensing, drug delivery, and environmental monitoring. In this study, we demonstrate how molecular engineering can transform simple naphthalidenimine-boron complexes-known for their remarkable photophysical properties-into functional materials with pH- and temperature-sensitive luminescence. Detailed crystallographic and spectroscopic analyses reveal the critical role of the donor moiety in modulating charge-transfer interactions, which not only enhance the photophysical characteristics but also introduce stimuli-responsive behaviour. Additionally, the gradual, sustained proton release from these molecules facilitates metal nanoparticle synthesis, which aids in surface passivation and controls nanoparticle growth kinetics, resulting in well-defined shapes. This research underscores the potential of molecular engineering to design advanced materials with tailored, responsive properties, opening new avenues for applications where environmental adaptability is key.
The difficulties in the development of stimuli-responsive materials can be addressed through crystal engineering, which offers a strategic approach for the rational design of materials with targeted properties.7–11 The physico-chemical properties of molecular crystals are governed not only by the intrinsic electronic nature of the constituent molecules but also by the supramolecular arrangements and intermolecular interactions within the crystal lattice.12–15 The interplay between molecular packing and external perturbations provides an opportunity to fine-tune various properties. In particular, this tuning is central to the development of stimuli-responsive luminescent switching compounds, where controlled emission modulation can be achieved through precise molecular design and crystal packing strategies. Through intelligent molecular design, the structural aspects such as molecular conformation, hydrogen bonding, π–π stacking, and van der Waals forces can be manipulated to develop adaptive luminescent crystals.16–18 These crystals would exhibit tuneable photophysical properties that could be switched using external triggers such as heat, mechanical force, or exposure to specific analytes. Furthermore, the incorporation of dynamic molecular features—such as rotational or conformational flexibility—within the crystal lattice would enhance stimuli responsiveness, leading to novel materials with superior adaptability for real-world applications.19,20
Boron-containing organic compounds have garnered significant attention due to their unique luminescent properties, photosensitization capabilities, and optoelectronic characteristics, making them valuable for a wide range of applications.21–26 However, many commonly used boron-containing dyes like BODIPY face challenges such as fluorescence quenching upon aggregation and small Stokes shifts.27,28 To overcome these limitations, it is crucial to develop new compounds with improved photophysical properties. This includes dyes with long-wavelength emission, which are particularly important for applications in biological imaging, where deep tissue penetration and minimal phototoxicity are desired. Large Stokes shifts are also highly sought after, as they enhance the contrast and signal-to-noise ratio in fluorescence-based applications.29–31
Boron complexes of salicylaldimines are emerging in this direction and show potential for optical and biological applications.32,33 A key strategy for improving the performance of these boron-containing dyes is the incorporation of large π-conjugated frameworks. These extended conjugated systems can effectively lower the energy gap between the excited and ground states, leading to longer emission wavelengths. The addition of strong donor–acceptor moieties further enhances these properties, creating a push–pull electronic effect that can promote more efficient charge transfer and facilitate the desired long-wavelength emission.34–36 Additionally, such modifications can impart stimuli-responsive behaviour to the compounds, enabling them to change their photophysical properties in response to external triggers such as pH, temperature, light, or mechanical force.
Recently, we investigated the thermosalience and luminescent switching behaviour of single crystals of two naphthalidenimine-boron complexes, designated as 1 and 2 (Chart 1).37 These compounds consisted of donor and acceptor groups connected via a phenyl spacer, which facilitated the delocalization of π-electrons from the aryl amine to the boryl group. This electronic interaction resulted in the formation of an intramolecular charge transfer (ICT) state, a critical feature that influenced their photophysical properties. It was observed that subtle molecular parameters played a critical role in modulating charge transfer interactions, which in turn imparted dynamic properties to the crystals. Herein, we further examine the photophysical properties of 1 and 2, as well as their protonated counterparts (denoted as 1H and 2H, respectively), under a range of experimental conditions. Notably, the single crystals of the protonated compounds displayed an interesting behaviour: they released HCl in a slow and controlled manner, which was utilized for the synthesis of metal nanoparticles. By controlling the release of HCl, we were able to fine-tune the reaction conditions for nanoparticle formation, showcasing the practical utility of these protonated boron complexes in materials chemistry.
Solvent | 1 | 2 | ||||
---|---|---|---|---|---|---|
Absorption λmax (nm) | Emission λem (nm) | Quantum yield, Φf | Absorption λmax (nm) | Emission λem (nm) | Quantum yield, Φf | |
DMF is dimethylformamide, DMSO is dimethylsulfoxide.a Negligible. | ||||||
Toluene | 451 | 591 | 0.05 | 449 | 581 | 0.11 |
Chloroform | 462 | 604 | 0.07 | 460 | 594 | 0.13 |
Ethyl acetate | 447 | 610 | 0.03 | 445 | 596 | 0.06 |
Acetone | 452 | 628 | 449 | 620 | ||
Acetonitrile | 450 | 634 | 449 | 629 | ||
DMF | 455 | 635 | 451 | 631 | ||
DMSO | 457 | 651 | 455 | 632 | ||
Formic acid | 402 | 476 | 0.18 | 415 | 511 | 0.63 |
Trifluoroacetic acid | 411 | 480 | 0.06 | 447 | 529 | 0.21 |
HCl | 407 | 467 | 0.12 | 328, 424 | 505 | 0.63 |
To gain insights to the temperature dependent photophysical properties, variable temperature NMR studies were performed (Fig. S14 and S15, ESI†). We observed that upon decreasing the temperature, the chemical shift corresponding to the protons of compound 2 exhibited significant shifts whereas temperature had a negligible effect on the chemical shift of the protons of compound 1. In general, the protons associated with the aryl amine moiety of 2 were observed to shift upfield whereas the protons associated with the boryl moiety were deshielded. For instance, the chemical shift of the protons He′ and Hf′ shifted from 8.64 and 8.38 ppm to 8.60 and 8.42 ppm upon decreasing the temperature from +40 to −40 °C.
The observed temperature-dependent changes in the chemical shifts of compound 2, in contrast to the negligible effect on compound 1, can be attributed to differences in their molecular dynamics and electronic environments. In solution, the absorption maximum of 1 is red-shifted as compared to 2. Similarly, from the Lippert–Mataga plots, we calculated the difference in the dipole moments of 1 and 2 in the ground and excited states (μE − μG),40,41 which were found to be 3.604 and 3.560 D, respectively. Considering that 1 and 2 are structurally same except for the position of the functional groups, the different Δμ for 1 and 2 suggests that the ICT states are stable in 1 as compared to that in 2. Consequently, it is assumed that the temperature window of our experiments fails to perturb the charge transfer state in 1 due to its enhanced stability, resulting in negligible changes in chemical shift values. In contrast, in the case of 2, the relatively weak ICT exhibits noticeable changes in chemical shift values with varying temperature.
As the aromatic amino group has a Lewis-basic character, protonation could influence the photophysical properties of these compounds. To test this, we investigated the effect of acids on the fluorescence of 1 and 2. The typically low emissive pale-yellow solutions of 1 and 2 in organic solvents were observed to become highly emissive in solvents like formic acid and trifluoroacetic acid. In formic acid, the fluorescence emission maxima of 1 and 2 were observed in the blue and green regions with the emission maxima at 476 and 511 nm, respectively (Fig. S16, ESI†). Importantly, the fluorescence quantum yield of 1 and 2 were significantly high in formic acid with quantum yields of 0.18 and 0.63, respectively (Table 1). To gain insights in to the possible changes in the structure of 1 and 2 induced by acids, the protonation process was monitored by 1H NMR spectroscopy measurements (Fig. 2). The addition of one equivalent of trifluoroacetic acid to 1 and 2 resulted in a downfield shift in the chemical shift of the protons Hc and Hd in the case of 1 and Hc′ and Hd′ in the case of 2, which indicates protonation of the amino group on 1 and 2. The protonation process is thus inferred to effectively interrupt the donor–acceptor character thereby modulating the fluorescence of the molecules.
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Fig. 2 1H NMR spectra of 1 (27 mM) and 2 (27 mM) (a), (c) before and (b), (d) after the addition of 1 equivalent of trifluoroacetic acid. |
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Fig. 3 Digital photographs of the crystals of (a)–(d) 1, 2, 1H, and 2H, respectively, under 365 nm UV light. Scale bar is 200 μm. |
To comprehend thermochromism and the liberation of HCl gas, differential scanning calorimetry (DSC) of the crystals were conducted (Fig. S19, ESI†). Compound 1H displayed a DSC profile featuring a broad peak from 180 to 243 °C indicative of a pre-melting phase transition and molecular rearrangements within the crystal lattice. Intriguingly, an exothermic peak emerged from 250 to 297 °C post-melting, signifying the release of HCl gas. Notably, no peaks were observed during the cooling cycle, indicating the irreversible nature of the observed phase transition. The DSC data for 2H revealed a broad peak from 158 to 210 °C, denoting a phase transition while a distinct sharp peak corresponding to the melting transition appeared from 257 to 274 °C.
To quantify the amount of acid released, we performed an acid–base titration using methyl orange as an indicator. For this, the crystals of 1H and 2H were added to water and stirred for 5 hours wherein we observed a change of colour of the crystals which suggested dissociation of acid from the crystals. The residual crystals were filtered out and upon analysis by fluorescence and NMR spectroscopy (Fig. S20–S22, ESI†) revealed the formation of the parent compounds 1 and 2, thereby suggesting the complete dissociation of HCl from the protonated crystals 1H and 2H. The solution containing acid was estimated using a solution of sodium carbonate, which showed that 2.10 and 1.85 mM of HCl was bound per milligram of 1H and 2H, respectively.
The observations from hot-stage microscopy indicated that HCl was released from the crystals of 1H and 2H. However, in the case of the crystals of 1H, bubbles were observed to evolve upon heating which was not observed in the case of the crystals of 2H. This suggests a difference in the rate at which HCl is released from the crystals of 1H and 2H. To investigate the difference in the rate at which HCl is released from the crystals of 1H and 2H, the kinetics of HCl release was studied by monitoring time dependent changes in the fluorescence of 1H at 480 nm and 2H at 542 nm (Fig. S23a and S24a, ESI†). The relative changes in emission intensity revealed distinct kinetic phases in the release process (Fig. S23b and S24b, ESI†). Initially, HCl release from 1H occurred at a slow rate, with a rate constant of 0.07 h−1, indicating slow diffusion. In contrast, 2H exhibited a more rapid initial release, with a rate constant of 0.27 h−1. After 5 hours for 1H and 3 hours for 2H, the acid release was significantly accelerated, with rate constants of 3.46 and 3.26 h−1, respectively. This shift suggests that that a critical threshold—likely linked to structural or environmental changes—has been reached, enabling more efficient acid release. Subsequently, after 6 hours, the release rate decelerated, with rate constants of 0.08 h−1 for 1H and 0.07 h−1 for 2H. The overall release pattern reflects a dynamic sequence of phases: an initial slow release governed by kinetic barriers, a rapid acceleration driven by HCl liberation, and a final deceleration as the majority of acid is released. In the case of 2H, the initial release was faster than that of 1H, but after overcoming kinetic barriers, both compounds exhibited a similar rapid-release phase, followed by a gradual slowdown as the majority acid had been released.
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Fig. 5 (a) and (d) Top, (b) and (e) side view of the single crystal structure of 1H and 2H. (c) and (f) Crystal packing of 1H and 2H viewed along the a-axis. |
Next, we employed Hirshfeld surface (HS) and two-dimensional finger-print analyses to probe the percentage of weak intermolecular interactions in 1H and 2H (Fig. S29, ESI†).42 Investigations of 2D-fingerprint plots derived from HS analyses showed that C⋯H, C⋯C, H⋯H, N⋯H, F⋯H and O⋯H interactions governed the packing in compounds 1H and 2H. The contribution of each of these interactions in 1H and 2H is listed in Table S3 (ESI†). It is known that the packing motif in the crystal states could be determined by estimating the ratio (ρ) between C⋯H and C⋯C interactions. Accordingly, 1H was deduced to display a herringbone packing (ρ > 4.5) that is typically observed in polyaromatic hydrocarbons whereas the close packing in 2H was observed as a 2D lamellar γ-motif (1.2 < ρ < 2.7).37
According to the theory of frontier molecular orbits, for 1 and 2, the highest occupied molecular orbital (HOMO) is mainly located on the (diethyl)amino group, while the lowest unoccupied molecular orbital (LUMO) is partially distributed over the whole molecule (Fig. S30, ESI†). In contrast, for 1H and 2H, the LUMO was spread over the whole molecule with decreased electron cloud density on aryl amine moiety. Since the protonation of its nitrogen atom reduces the electron donating ability of aryl amine, the LUMO should be less delocalized in the protonated molecules. Consequently, the lower delocalization of the LUMO stabilizes the excited molecule at a higher band gap, leading to the blue-shifts in the absorption and emission of the 1H and 2H molecules.
We next calculated the quinoid character (δr) in 1H and 2H using the bond lengths of the donor moiety which in turn helped in determining the efficiency of the charge transfer from the donor to the acceptor moiety (see Table S4, for the details of calculation, ESI†).43 The quinoid character (δr) was found to be −0.005 and −0.002 for 1H and 2H, respectively. The lower quinoid character of 1H and 2H, as compared to their parent compounds 1 and 2 (0.015 and 0.025, respectively), indicates higher single bond character to the C–N (C12–N1 and C15–N2) bonds. As a result of this protonation, the charge transfer phenomena are inferred to be weak in 1H and 2H as compared to their parent compounds.
The subtle differences in the molecular arrangements obtained from the single-crystal XRD data are key to understanding the different responses of 1H and 2H to temperature. The dihedral angles in 1H and 2H are notably larger than those in their parent compounds 1 and 2 (Table 2). Specifically, 1H displays a larger dihedral angle than 2H, which directly impacts their photophysical properties. The parent compounds 1 and 2 emit orange and red light, with maxima at 583 nm and 612 nm, respectively, while 1H and 2H emit in the blue and green regions, with maxima at 408 nm and 433 nm, respectively. These observations are consistent with the well-established trend that a reduced HOMO–LUMO energy gap leads to red-shifted emissions. Theoretical calculations further reinforce this trend, indicating that the HOMO–LUMO gap in 1 and 2 is smaller than in 1H and 2H. Moreover, the gap in 2H is slightly smaller than in 1H, which aligns with the observed emission patterns.
S. no. | Parameter | 1 | 1H | 2 | 2H |
---|---|---|---|---|---|
1 | Dihedral angle between C18N2C20 plane and the phenyl spacer (°) | 12.29 | 88.46 | 5.07 | 87.95 |
2 | Twist of the phenyl moiety out of the C11H11N1 plane (°) | 44.41 | 83.03 | 42.07 | 46.79 |
3 | Dihedral angle of boron-containing six-membered ring (O1–B1–N1 to C1–C10–C11) (°) | 32.17 | 15.19 | 25.39 | 23.11 |
4 | Quinoid character, δr | 0.015 | –0.005 | 0.025 | –0.001 |
5 | Et2N–H bond length (Å) | — | 0.980 | — | 0.980 |
With this objective, we sought to synthesize silver and gold nanoparticles using 1H. The metal salts (AgNO3 and HAuCl4) were reduced to their respective nanoparticles with the aid of 1H in the presence of polyvinylpyrrolidone (PVP). Notably, the reaction was carried out in water under ambient conditions, without the need to control temperature, pressure, or pH. Remarkably, silver nanocubes and gold nanotriangles were obtained within five hours. The morphology and optical properties of the nanoparticles were examined using scanning electron microscopy (SEM). As shown in Fig. 6, silver nanocubes with an edge length of 150 ± 2 nm and equilateral gold nanotriangles with an edge length of 330 ± 1 nm were formed. Both morphologies were uniform, demonstrating the precision of the synthetic method. On the other hand, when the nanomaterials were synthesized under similar reaction conditions, except for the use of 1H, the resulting particles were of random shapes and sizes (Fig. S31, ESI†). This directly highlights the crucial role of 1H in modulating the morphology of silver and gold nanoparticles.
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Fig. 6 Scanning electron microscopy images of (a) and (b) silver nanocubes and (c) and (d) gold nanotriangles. Scale bar 100 nm. |
The elemental composition of the nanoparticles were confirmed through energy-dispersive X-ray (EDAX) mapping and X-ray photoelectron spectroscopy (XPS) (Fig. S32–S34, ESI†). The observation of silver and gold in the EDAX mapping clearly suggests the presence of these elements. Further, the overall XPS survey spectrum of silver nanocubes showed signals at binding energies of 367.9and 373.9
eV corresponding to the 3d5/2 and 3d3/2 orbitals of Ag(0). In the case of gold nanotriangles, the XPS spectrum showed two peaks of Au(0), 4f5/2 and 4f7/2, with binding energies of 87.6 and
83.8
eV, respectively. These values directly align with the literature and confirmed the formation of metal nanostructures.49,50 Next, the optical spectra of the silver nanocubes and gold nanotriangles were measured. We observed distinct localized surface plasmon resonance peaks at 404 and 559 nm for silver nanocubes and gold nanotriangles, respectively, which matched with those reported in the literature for similar morphologies (Fig. S35, ESI†).51,52 Therefore, by utilizing this novel acid-releasing crystal for nanoparticle synthesis, we successfully circumvented the need for three undesirable conditions: high temperature, the use of organic solvents, and prolonged reaction times.
Footnotes |
† Electronic supplementary information (ESI) available: Experimental section, crystal data and additional figures. CCDC 2003921, 2003922, 2361379, and 2361403. For ESI and crystallographic data in CIF or other electronic format see DOI: https://doi.org/10.1039/d5tc00047e |
‡ Contributed equally. |
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