Nikita G.
Osipov
a,
Maxim A.
Faraonov
a,
Ilya A.
Yakushev
b,
Sergey L.
Veber
cd,
Matvey V.
Fedin
cd,
Nikolay N.
Denisov
a,
Alexander F.
Shestakov
a,
Akihiro
Otsuka
e,
Hiroshi
Kitagawa
e and
Dmitri V.
Konarev
*a
aFederal Research Center of Problems of Chemical Physics and Medicinal Chemistry RAS, Chernogolovka, Moscow region, 142432 Russia. E-mail: konarev3@yandex.ru
bKurnakov Institute of General and Inorganic Chemistry, RAS, Moscow, 119991 Russia
cInternational Tomography Center SB RAS, 630090 Novosibirsk, Russia
dNovosibirsk State University, 630090 Novosibirsk, Russia
eDivision of Chemistry, Graduate School of Science, Kyoto University, Sakyo-ku, Kyoto 606-8502, Japan
First published on 21st July 2025
The interaction of photochromic 8-methoxy-1′,3′,3′-trimethyl-6-nitro-spiro[chromene-2,2′-indole] (MNSP) spiropyran with copper(II) hexafluoroacetylacetonate yields a deep red–violet solution due to a coordination-induced transition of MNSP from its closed form to the colored, open merocyanine (MC) form. The crystal structure of {CuII(hfac)2·MNSP} (1) shows coordination of two oxygen atoms in MNSP to CuII, forming a distorted octahedral geometry with four short (1.94–1.97 Å) and two longer (2.22–2.44 Å) Cu–O bonds. The χMT value of 0.43 emu K mol−1 at 300 K corresponds to a g-factor of 2.16 for CuII (S = 1/2). The electron paramagnetic resonance (EPR) signal fits well with g∥ = 2.071, g⊥ = 2.347 (giso = 2.167), and A⊥ = 420 MHz. Slow magnetic relaxation is observed under a static magnetic field of 2000 Oe with χ′′(ν) curves showing well-defined maxima in the 2.0–6.0 K range. The dependence of ln(τ) vs. 1/T is well described using a linear combination of direct and Raman relaxation mechanisms. A magnetic hysteresis loop is observed at 0.5 K, classifying complex 1 as a single-ion magnet. This loop closes at zero field due to quantum tunneling of the magnetization but reopens at fields exceeding ±100 Oe. Pulsed EPR spectroscopy reveals quantum coherence with Tm ∼ 0.3 μs at 10 K. The spin–lattice relaxation time, T1 = 0.7 ms, correlates well with values obtained from AC susceptibility data. A blue shift of 40–60 nm in the main absorption band of the open MC form of MNSP is observed upon complex formation. The complex dissociates in dilute solutions but reforms reversibly under ultraviolet (UV) and green light excitation. It remains stable in concentrated solutions or films. In solution, green and UV light reversibly switch the ligand between the open and closed forms within the complex, whereas only partial switching is observed in films.
Spiropyrans contain oxygen atoms that, in the MC form, are available for coordination with metal ions (Scheme 1), forming coordination complexes. These were first described nearly 60 years ago by Philips and Taylor.7 Spiropyrans can be photoresponsive even within several known complexes,8 offering potential applications in the design of stimuli-responsive materials. Specifically, coordination assemblies of spiropyrans with paramagnetic metals are promising candidates for the design of photoswitchable magnetic materials. Among these, bistable magnets, whose properties can be influenced by light or other stimuli, are of particular interest; however, such assemblies are rare.
Recently, a dimeric complex of manganese(II) hexafluoroacetylacetonate {MnII(hfac)2} and FeIIIX3 (X = Cl and Br) with the photochromic spiropyran ligand 1′,3′,3′-trimethylindolino-β-naphthopyrylospiran (TMI-NPS) was reported.9 The spiropyran ligand coordinates with two MnII ions, inducing ferromagnetic coupling between them. Their spins align parallel to each other within the dimer, resulting in a high-spin S = 5 state at 2 K.9a Complexes of Dy and Yb with substituted spiropyrans were also developed. The Dy complex exhibited single-ion magnet (SIM) behavior with a magnetization reversal barrier (Ueff) of 150 cm−1.10 A complex of bidentate 8-methoxy-1′,3′,3′-trimethyl-6-nitro-spiro-[chromene-2,2′-indole] (MNSP) with CoII(hfac)2 was obtained which exhibited slow magnetic relaxation under a 1000 Oe external magnetic field.11 Recently, SIMs were obtained through axial coordination of two TMI-NPS ligands to the Dy and Tb ions in (TBA+){(TMI-NPS)2·LaIIII4}−·0.5C6H4Cl2. The Dy compound showed zero-field SIM properties up to 8 K with a high magnetization blocking barrier (Ueff = 470 cm−1), whereas the Tb complex exhibited field-induced SIM properties under a 2000 Oe magnetic field.12
In addition to CoII(hfac)2,11 coordination complexes of MNSP with SbIIICl3, ZnIICl2·EtOH, and ZnBr2·EtOH units were also synthesized and structurally characterized.13 Studies showed that CuII, ZnII, NiII, and LaIII ions bind to two MNSP ligands, whereas CaII binds to four.14,8c Some of these complexes are photoresponsive.8c Therefore, we chose this spiropyran to prepare a potentially photoswitchable magnetic compound. Among various paramagnetic transition metals, copper(II) complexes are of particular interest for magnetic studies. Despite the lack of zero-field splitting in the Cu(II) ion (S = 1/2), slow magnetic relaxation under an applied DC field has been observed in its complexes.15 An especially promising application involves the use of CuII ions as molecular spin qubits owing to their stable spin coherence.16 The MNSP spiropyran (Scheme 1) in its MC form contains two oxygen atoms available for coordination, allowing MNSP to coordinate to CuII(hfac), forming an octahedral CuII environment. The interaction of MNSP with CuII(hfac)2 turns the toluene solution deep red–violet, indicating a coordination-induced transition of the spiropyran from the closed SP form to the open MC form. In this study, complex CuII(hfac)2·MNSP (1) was obtained as high-quality single crystals, and its structure along with its optical and magnetic properties were studied. The complex exhibits field-induced slow magnetic relaxation and displays even hysteresis loops at 0.5 K, qualifying it as a Cu-containing field-induced SIM. Although several CuII complexes with field-induced slow magnetic relaxation have been reported,15 complex 1 represents the first such system with a photochromic ligand which can display magnetic hysteresis as well. Spin coherence on CuII nuclei was also demonstrated in 1. Complete switching from the closed SP form to the open MC form occurs under UV light excitation of the solution, whereas green light completely switches MNSP ligand back to the closed SP form within the complex. In films, however, only partial switching is achieved. Thus, this magnetically active compound shows photoresponsive behavior at least in solution.
Initially we studied the absorption spectra of starting MNSP in toluene solution (5.91 × 10−5 M) before and after UV-light (366 nm) photoexcitation. The initial solution is transparent, indicating that the open MC form does not form in low-polarity toluene. A brief UV excitation (15 seconds) turns the solution blue, and a new intense band appears in the spectrum at 603 nm (Fig. S3†), attributed to the photoinduced open MC form of MNSP. As previously discussed, the open form of MNSP can also form under pressure during KBr pellet preparation where the lowest-energy absorption band is at 557 nm. Thus, the open MC form of MNSP exhibits different position of lowest-energy absorption bands in solution and solid state with a 46 nm blue shift observed for the spectrum measured in KBr pellet.
Complex 1 in a KBr pellet shows an intense red–violet color with a lowest-energy absorption band at 518 nm. The non-coordinated open MNSP (formed under pressure in KBr pellet) exhibits this band at 557 nm; threfore, complex formation induces a 39 nm blue shift in this band (Fig. 1a). No distinct near-infrared (NIR) bands appear in the complex 1 spectrum, but the absorption decreases to zero only below 1500 nm (Fig. S2b†), indicating weak broad absorption bands between 900 and 1300 nm, supported by density functional theory (DFT) calculations (Table S3†). The starting CuII(hfac)2 shows absorption bands at 227 and 312 nm (Fig. S2a†) and does not contribute to the visible-range absorption in complex 1.
Complex 1 in toluene solution exhibits an unusual behavior. To obtain a qualitative spectrum, the starting solution of complex 1 was diluted ∼100-fold, yielding a low-concentration solution of this complex (5.91 × 10−5 M). However, under these conditions, the solution decolorizes within minutes, indicating dissociation of the complex. Interestingly, immediately after dilution, the solution turns blue, indicating the formation of the open MC form of non-coordinated MNSP, after which the solution color slowly disappears. Therefore, a qualitative spectrum of complex 1 cannot be obtained at low concentration. Increasing the concentration 50-fold stabilizes the complex in solution for a long time. The coordinated and non-coordinated MNSP in the open form exhibit different lowest-energy absorption bands at 547 and 603 nm, respectively, indicating a 56 nm blue shift upon complex formation. This difference clearly reveals the open form of the ligand in its non-coordinated state which may appear under photoexcitation. We therefore conclude that this form is not produced in the presence of CuII(hfac)2 as evidenced by the absence of the band at 603 nm (Fig. S4†).
The first experiment was conducted using a low-concentrated solution (5.91 × 10−5 M) (Fig. S4†). Initially, the complex is absent. Upon 15 s of UV light excitation the solution turns red–violet, indicating complex formation, and a new absorption band appears at 547 nm. This band gradually decreases in intensity over 12 min, signaling dissociation of the complex. Extending UV exposure to 30 s enhances the transformation and prolongs the dissociation of the complex to 15 min. This switching is completely reversible and can be repeated multiple times.
The ligand-state switching within the complex was also studied in a more concentrated solution (8.87 × 10−5 M). At this concentration, the complex does not completely dissociate and remains partially stable for a long time (starting curve in Fig. 1b). UV irradiation (366 nm) within 30 seconds increases the intensity of the 547 nm band, indicating the photoinduced complex formation. Subsequent exposure to green light (548 nm) decolorizes the solution within 15 min, suggesting complete switching of the ligand to the closed SP form. Although dissociation of the complex may contribute to this process, the spectrum of the starting solution (Fig. 1b) shows that the dissociation is incomplete under these conditions. This completely reversible switching can be repeated many times; two representative cycles are shown in Fig. 1b.
Complex 1 remains stable in film for a long time even under air. Green light excitation partially decreases the intensity of the band associated with the open MNSP in the complex with the switching degree increasing with exposure time (compare 10 and 20 min in Fig. 1c). However, prolonged exposure is needed for further reduction in the band intensity. A partial restoration of this band occurs after 8 min of UV light exposure. Similar behavior is observed under anaerobic conditions. Thus, contrary to the solution state, only partial switching of the ligand occurs in the film.
The infra-red spectrum of complex 1 is shown in Fig. S1† with peak positions listed in Table S1.† The spectrum represents a superposition of bands from MNSP and CuII(hfac)2.
Compound and state | Absorption bands in the UV-optical and NIR range, nm |
---|---|
NIR: near infra-red; UV: ultraviolet. | |
MNSP | |
Solution, closed | 355 |
Solution, open (excited) | 289, 365, 603 |
KBr pellet | 214, 248, 284, 356, 557 |
(1) | |
Solution | 303, 372, 547 |
KBr pellet | 303, 357, 518 |
The CuII(hfac)2·MNSP units form chains along the a axis where the NO2 acceptor group of one ligand is positioned above the phenyl ring of MNSP from the neighboring CuII(hfac)2·MNSP unit, with N⋯C and O⋯C contacts in the 3.24–3.26 Å range at 100 K (Fig. S6†). The shortest Cu⋯Cu distance is observed between the adjacent chains (7.50 Å), while the Cu⋯Cu distance within the chains is 10.88 Å. Both these distances are rather long, indicating the possibility of only weak intermolecular Cu⋯Cu coupling in this complex.
Upon green-light irradiation, the excitation of the CuII(hfac)2·MNSP complex switches MNSP ligand from the open MC form to the closed SP form. To elucidate the structure of this complex in the excited state, DFT calculations were carried out (Fig. 3).18 In the excited state, only one oxygen atom of the OMe group in MNSP remains available for coordination. This bond is elongated from 2.42–2.44 Å (experimental data at 100 and 250 K) to 2.69 Å (excited state). Therefore, the energy of its formation is much lower than that of the CuII(hfac)2 complex with the open MC form of MNSP (see further discussion in the Theoretical section).
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Fig. 3 Molecular structure of the CuII(hfac)2·MNSP complex with the closed MNSP form based on DFT calculations. |
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Fig. 4 (a) Temperature-dependent χMT values measured at H = 1 kOe and (b) field-dependent magnetization for complex 1 at 2 and 5 K. Experimental data are shown as open circles, with data fitting (with PHI program)19 represented by solid red curves; (c) dependence of relaxation times ln(τ) on reciprocal temperature for complex 1 under HDC = 2000 Oe. The solid red line represents the Arrhenius approximation based on the sum of the direct and Raman relaxation mechanisms; (d) hysteresis loops for polycrystalline complex 1 at 0.5 K with the inset picture exhibiting an expanded view of the variable-field magnetization near zero field. |
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Fig. 5 (a) EPR spectrum of complex 1 measured at 4.2 K, with spectrum fitting performed using EasySpin software.20 Fitting parameters are shown in the main text; (b) pulsed EPR ED traces for a 0.1 mM glassy solution of complex 1 at 10 K (black: experimental, red: fitting). |
Compound | Coordination environment | EPR | Relaxation mechanisms and parameters | Ref. |
---|---|---|---|---|
g ∥, g⊥ | ||||
pydca: pyridine-2,6-dicarboxylato; dmpy: 2,6-dimethanolpyridine; 12-TMC: 1,4,7,10-tetramethyl-1,4,7,10-tetraazacyclododecane; TCPP: 5,10,15,20-tetrakis(4-carboxy-phenyl)porphyrin; ClTDPO: 2,4-di-(tert-butyl)-9-chlorobenzo[5,6][1,4]oxazine[2,3-b]-phenoxazine; QTM: quantum tunneling of the magnetization. | ||||
[Cu(pydca)(dmpy)]·0.5H2O | O4N2, axially elongated octahedron | 2.051, 2.385 | Raman + direct + QTM | 15a |
C 1 = 4.3(2) × 10−3 s−1 K−n, n = 5 (fixed) | ||||
C 2 = 5.2(4) × 103 s−1 K−1, HDC = 0.5 T | ||||
[Cu(12-TMC)Cl][BPh4] | N4Cl, square pyramid | 2.07, 2.22 | Raman + direct + QTM | 15b |
C 1 = 8.31(3) s−1 K−n, n = 3.10(2) | ||||
C 2 = 1838.51(9) s−1 K−1, HDC = 0.15 T | ||||
2[Cu(H4TCPP)]·4.5DMF·1.5H2O | N4, square | 2.065, 2.2 | Raman + direct | 15c |
[{CuTCPP}Zn2(H2O)2]·2DMF | n = 1.4–1.7 for HDC = 0.1–0.3 T | |||
n = 0.7 for HDC = 0.5 T | ||||
[Cu(hfac)2(ClTDPO)]n | O4N2, axially elongated octahedron | 2.064, 2.333 | Raman + direct | 15d |
C 1 = 52.1(8) s−1 K−n, n = 2.11(7) | ||||
C 2 = 8.5(5) × 10−5 s−1 K−1, HDC = 0.05 T | ||||
CuII(hfac)2·MNSP | O6, axially elongated octahedron | 2.071, 2.347 | Raman + direct | This work |
C 1 = 83.1 ± 3.5 K−n s−1, n = 2.04 ± 0.03 | ||||
C 2 = 0.92 ± 0.05 K−1 s−1, HDC = 0.20 T |
Dynamic magnetic susceptibility measurements were carried out for complex 1. AC measurements at applied external DC fields up to 5000 Oe (Fig. S10†) revealed intensive out-of-phase signals in the χ′′(ν) curves with the optimal DC field determined to be 2000 Oe (Fig. S10b†), indicating slow magnetic relaxation under the applied static magnetic field. At 2000 Oe, the χ′′(ν) curves recorded over the frequency range of 10–1500 Hz exhibit well-defined maxima between 2.0 and 6.0 K (Fig. S11b†). The resulting plot of ln(τ) as a function of inverse temperature for the relaxation process is shown in Fig. 4c. The experimental data were fitted well using eqn (1) which is a linear combination of the direct and Raman mechanisms. The fitting parameters for complex 1 are C1 = 83.1 ± 3.5 K−n s−1, n = 2.04 ± 0.03, and C2 = 0.92 ± 0.05 K−1 s−1.
τ−1 = C1Tn + C2T (Raman + direct) | (1) |
Magnetic hysteresis loops for complex 1 were measured at 0.5 (Fig. 4d), 2, and 5 K (Fig. S9†). At 2 K, this loop slightly opens for fields above ±3000 Oe (Fig. S9a†), but it is closed at 5 K (Fig. S9b†). At 0.5 K, the loop widens but remains closed in the zero-field region and opens at fields above ±100 Oe (Fig. 4d, inset). The butterfly-shaped hysteresis loops are characteristic of field-induced SIMs exhibiting efficient quantum tunneling of the magnetization (QTM) at zero field.21 Moreover, the magnetization at 0.5 K rapidly saturates even at 1000 Oe magnetic field, approaching the maximum value (Fig. 4d).
Table 2 lists CuII complexes that are reported to exhibit field-induced slow magnetic relaxation. In these complexes, the direct and Raman processes mainly contribute to the relaxation. Notably, anomalously low Raman (Tn) exponent values in the range 0.7–3.1 have been reported (except for [Cu(pydca)(dmpy)]·0.5H2O, where n was fixed at 5) (Table 2). Theoretically, n values at low temperatures are expected to be between 5 and 9.22 Recent theoretical investigations23 have aimed to elucidate the physical reasons for such low n values. One possible explanation of low n values is the phonon bottleneck effect which depends on the concentration of magnetic ions and frequently leads to a τ−1 ∼ T2 dependence at high ion concentrations. In this study, the obtained value of n is 2.04 ± 0.03 which is close to 2.0.
The observation of slow magnetic relaxation in complex 1 indicates a relatively long spin–lattice relaxation time up to 1 ms (Fig. 4c), suggesting a comparatively long decoherence time. The corresponding parameters were obtained using the pulsed EPR technique. A two-pulse echo-detected (ED) EPR spectrum was recorded for a frozen (glassy) 0.1 mM solution of complex 1 (Fig. S14†). The obtained ED spectrum was well simulated using previously determined parameters: g∥ = 2.071, g⊥ = 2.347, and A⊥ = 420 MHz. Pulsed EPR Hahn echo decay traces for the solution at 336.4 mT were then acquired at 10 K, yielding a coherence time (Tm) of 0.31 μs (Fig. 5b). The spin–lattice relaxation time (T1) of ∼0.7 ms was determined using the inversion recovery method (Fig. S15†). Notably, this value correlates well with the corresponding time (up to 1 ms) determined from the AC measurements. Spin–lattice (T1) and spin–spin (Tm) relaxation times were derived by fitting the experimental curves using the exponential eqn (2):
I = I0 + A![]() | (2) |
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Fig. 6 Energetic diagram for the transformation of MNSP from closed to open form under UV light excitation and the reverse process. |
The instability constant in the gas-phase approximation is 10−2 mol L−1. In solution, translational and rotational degrees of freedom are converted to librational modes which contribute less to the system entropy, making this value an upper limit. From experimental data, the constant is approximately 10−4 mol L−1. Using this value and the calculated energy difference between the complexes of CuII(hfac)2 with the open and closed forms of the ligand, the estimated instability constant of the complex with the closed form is approximately 2000 mol L−1.
Nevertheless, after dissociation of the complex with open form of the ligand in the low-concentration solutions, it reforms upon photoexcitation. This can be explained by light-induced isomerization of the spiroform which temporarily enhances the binding strength of CuII(hfac)2 compared to the ground-state open form.
After photoexcitation, the excited singlet state of the closed form of the ligand appears. Isomerization to the open form becomes feasible only after its relaxation to the excited triplet state which requires some time. The energy profile for the transformation of the lowest triplet state of the ligand is shown in Fig. 6. The transformation occurs rapidly due to the large energy gain and small energy barriers for this transformation. The essential spin density is localized on the CC bond in the open cis-form accounting for the relatively small barrier to its isomerization into the trans-form. When the ligand in its triplet-state open form interacts with CuII(hfac)2, a complex is formed in the quartet or excited doublet state. The structure of the quartet complex is shown in Fig. S16a.† The energy gain upon formation is 4.1 kcal mol−1 lower than that of the formation of the ground-state doublet complex, despite comparable Cu–O coordination bond lengths. An increase in interaction energy is expected for the antiparallel orientation of the ligand and CuII spins. In this case, a more tightly bound complex forms with a dissociation energy 2.8 kcal mol−1 higher than that of the ground-state doublet complex. Accordingly, its instability constant is over two orders of magnitude smaller.
The geometric parameters of the excited complexes in the quartet and doublet states are quite similar. Cu–O bonds with hfac ligands lengthened by an average of 0.05 Å, while the coordination bond with the O atom of the methoxy group shortened by 0.43 Å. The relaxation energy associated with these changes is small, around 1.7 kcal mol−1. Thus, the most prominent decrease in the system energy occurs with antiferromagnetic spin ordering, while the subsequent shortening of the labile coordination bond with the methoxy group has a minimum effect.
These results qualitatively explain the temporary accumulation of the complexed open-form ligand upon irradiation of its low-concentration solution. Initially, the triplet-state open-form ligand forms a stable complex in the excited doublet state which decays upon relaxation to the ground state due to its high instability constant.
The data supporting this article have been included as part of the ESI.†
Crystallographic data for salt 1 has been deposited at the CCDC under 2428887 and 2428888 and can be obtained from CCDC.†
Footnote |
† Electronic supplementary information (ESI) available: Experimental, synthesis, X-ray diffraction data, IR, optical spectra of 1 and photoswitching, local symmetry of CuII in 1, DC and AC measurements for 1, CW EPR spectra, theoretical calculations for 1. CCDC 2428887 and 2428888. For ESI and crystallographic data in CIF or other electronic format see DOI: https://doi.org/10.1039/d5dt01129a |
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