Rubén
Turo-Cortés
a,
Carlos
Bartual-Murgui
*a,
Javier
Castells-Gil
a,
M. Carmen
Muñoz
b,
Carlos
Martí-Gastaldo
a and
José Antonio
Real
*a
aDepartamento de Química Inorgánica, Instituto de Ciencia Molecular (ICMol), Universidad de Valencia, Valencia, Spain. E-mail: carlos.bartual@uv.es; jose.a.real@uv.es
bDepartamento de Física Aplicada, Universitat Politècnica de València, Camino de Vera s/n, E-46022, Valencia, Spain
First published on 22nd September 2020
Spin crossover (SCO) compounds are very attractive types of switchable materials due to their potential applications in memory devices, actuators or chemical sensors. Rational chemical tailoring of these switchable compounds is key for achieving new functionalities in synergy with the spin state change. However, the lack of precise structural information required to understand the chemical principles that control the SCO response with external stimuli may eventually hinder further development of spin switching-based applications. In this work, the functionalization with an amine group in the two-dimensional (2D) SCO compound {Fe(5-NH2Pym)2[MII(CN)4]} (1M, 5-NH2Pym = 5-aminopyrimidine, MII = Pt (1Pt), Pd (1Pd)) confers versatile host–guest chemistry and structural flexibility to the framework primarily driven by the generation of extensive H-bond interactions. Solvent free 1M species reversibly adsorb small protic molecules such as water, methanol or ethanol yielding the 1M·H2O, 1M·0.5MeOH or 1M·xEtOH (x = 0.25–0.40) solvated derivatives. Our results demonstrate that the reversible structural rearrangements accompanying these adsorption/desorption processes (1M ↔ 1M·guest) follow a gate-opening mechanism whose kinetics depend not only on the nature of the guest molecule and that of the host framework (1Pt or 1Pd) but also on their reciprocal interactions. In addition, a predictable and reversible guest-induced SCO modulation has been observed and accurately correlated with the associated crystallographic transformations monitored in detail by single crystal X-ray diffraction.
In recent years, many studies have been devoted to the chemical design of SCO compounds in order to incorporate new functionalities acting in synergy with the purely thermal driven spin-state switching. These added properties include fluorescence,8 electrical conductivity9 or porosity,10 among others. Indeed, combination of SCO and porosity has been one of the most exploited routes for achieving multifunctionality in part due to its high potential in molecular sensor applications. The first examples showing coexistence of both properties were the doubly-interpenetrated compounds with general formula [FeL2(SCN)2]·Solv [L = 1,2-di-(4-pyridy1)-ethylene (tvp)11 or trans-4-4′azopyridine (azpy)12]. These compounds display SCO properties which depend on the included solvent molecules. Later, Hofmann-type coordination polymers (HCPs) formulated {Fe(L)y[M(CN)x]} {including non-interpenetrated [x = 4; L = monodentate (y = 2, 2D) or bis-monodentate (y = 1, 3D) ligand; M = Pd, Pt, Ni] or interpenetrated [x = 2, L = monodentate (y = 2, 2D) or bis-monodentate (y = 1, 3D) ligand; M = Ag, Au] compounds}6a,13 gained increasing interest due to their demonstrated structural versatility and the possibility of being processed as thin-films or nano-objects.14 The intrinsic structural porosity offered by this family of compounds has resulted in numerous reports studying synergies between SCO and host–guest chemistry.15 Overall, modulation of the SCO through guest adsorption can be explained by steric and/or electronic effects. The first factor involves stabilization of the HS state by the guest due to the hindering of the framework contraction associated with the HS-to-LS process.16 The second factor entails changes in the ligand field strength around the FeII centre via host–guest interactions with the coordinated ligands.17
A suitable synthetic strategy for inducing guest inclusion-SCO synergies is the use of asymmetric ligands with hydrophilic functional groups. This type of ligands promotes intermolecular interactions leading to lattice asymmetries which originate inter-sheet cavities where the guest molecules are located. This structural model was exploited using a series of asymmetric triazole-type ligands substituted with various chemical groups leading, in all cases, to multi-stable SCO compounds.18 Similar results were also obtained for pyridine donor asymmetric ligands.19 Overall, the shape of the SCO curves in these systems depends not only on the selected pillaring ligand but also on the amount and nature of the adsorbed guest molecules. For example, the SCO of compound {Fe(bztrz)2[PdII(CN)4]}·G exhibits one, two or three steps when G = (H2O,EtOH), 3H2O or ∼2H2O, respectively, demonstrating that the elastic frustration which gives rise to multi-stability can be modulated by guest exchange.18e Unfortunately, with very rare exceptions,18g crystallinity of these 2D systems is partially or completely lost after total desorption of guest molecules preventing the evaluation of the involved structural modifications and their implication on the associated SCO changes. Moreover, the vanishing of crystallinity may also limit the accuracy of the structural characterization in a subsequent guest-dependent SCO study. The establishment of a dense network of host–host and host–guest intermolecular interactions (H-bonds, π–π stacking…) may be critical to overcome this limitation.
Recently, the analogous 2D compounds {Fe(3-NH2Py)2[M(CN)4]} and {Fe(Pym)2[M(CN)4]}·xH2O [3-NH2Py = 3-aminopyridine;20 Pym = pyrimidine21 (Scheme 1); M = Pt, Pd, Ni] were reported. The former displays host–host CH⋯N(amino) H-bonding interactions and hysteretic SCO for all the investigated derivatives, although no host–guest properties were described. In contrast, the latter exhibits guest-dependent cooperative spin transitions attributed to the H-bonds established between the non-coordinated nitrogen of the pyrimidine and the guest water molecules. However, the lack of detailed structural data after dehydration prevented the investigation of further precise magneto–structural correlations. In this work, the use of 5-aminopyrimidine (5-NH2Pym, Scheme 1) ligand has led to 2D HCPs compounds {Fe(5-NH2Pym)2[MII(CN)4]}·H2O [MII = Pt (1Pt·H2O) or Pd (1Pd·H2O)]. The combination of a donor amino group and an acceptor non-coordinated nitrogen in the 5-NH2Pym axial ligand enables the coupling of contiguous [FeN6] octahedrons, belonging to the same layer, through a robust network of H-bond interactions which is additionally reinforced by the inclusion of protic guest molecules. Indeed, this stiff H-bond network seems to be key for the persistence of crystallinity upon the loss of water molecules that gives rise to unsolvated derivatives 1Pt or 1Pd. These guest-free compounds are prone to re-adsorb water or other small molecules as methanol or ethanol also following reversible single-crystal-to-single-crystal (SCSC) transformations. This has enabled us to establish precise correlations between the wide variety of SCO behaviours presented by this family of compounds and the structural transformations upon guest exchange (1M ↔ 1M·guest). Interestingly, in agreement with the adsorption/desorption isotherm measurements, these crystallographic transformations follow a gate-opening mechanism which represents an unprecedented structural feature in combination with switchable 2D HCPs.
Scheme 1 Related axial ligands used for the synthesis of new 2D Hofmann-type SCO coordination polymers (see text). |
Compounds 1Pt·H2O and 1Pd·H2O are isomorphous and crystallize in the monoclinic C2/m space group. The asymmetric unit is constituted by two non-equivalent [FeII1N6] and [FeII2N6] pseudo-octahedral centres connected through their equatorial coordination sites by two equivalent [MII(CN)4]2− units (MII = Pt or Pd) (Fig. 1a), thereby defining cyano-bridged bimetallic FeII–MII layers (Fig. 1b). The axial positions of each FeII ion are coordinated by two equivalent terminal 5-NH2Pym ligands through one of its two heterocyclic N atoms. At 260 K, the average [Fe1N6]/[Fe2N6] bond lengths, 2.159 Å/2.164 Å for 1Pt·H2O and 2.168 Å/2.171 Å for 1Pd·H2O, are consistent with a fully populated HS state. Within a given FeII centre, the apical 5-NH2Pym ligands [hereafter labelled as 5-NH2Pym(1) (coordinated to FeII1) and 5-NH2Pym(2) (coordinated to FeII2)] are disposed in such a way that they adopt a trans conformation with respect to the orientation of the amino substituent. This enables the formation of two types of H-bonds within each layer. One, a single H-bond between the N3 atom of the amino group of 5-NH2Pym(1) and the uncoordinated N7 heteroatom of the adjacent 5-NH2Pym(2) ligand. The other, a double H-bond involving the adjacent N2 and N8 atoms belonging to the heteroatom of 5-NH2Pym(1) and the amino group of 5-NH2Pym(2′), respectively, mediated by the interaction with the guest water molecule (Fig. 1a and b). The trapped water molecule is located within two discrete equivalent positions modelled with an occupancy of 0.5 (0.4 in the case of Pt), hence the structure contains 1 (0.8 for Pt) molecule of water per FeII ion in good agreement with the TGA studies (Fig. S1a and b†). The intralayer H-bond interactions define an array of parallel linear chains running along the (001) direction. As a result, the bimetallic layers are slightly corrugated (Fig. 1b) being the angles defined by the equatorial planes of the coordination Fe1–Fe2/Fe1–Pt(Pd)/Fe2–Pt(Pd) centres in the interval 14.8–15°/1.3–4.0°/16.2–18.8°, respectively. The layers are pillared in such a way that the apical 5-NH2Pym ligands are interdigitated defining weak π–π interactions (Fig. S2a†) and the MII centres of one layer are on top the centre of the [Fe2MII2] windows of the adjacent layers (Fig. S2b†). The packing of the layers generates 1D channels where the water molecules are located (Fig. 1c). The interlayer distance based on the average plane defined by the Fe1–Fe2–Pt/Pd atoms is 8.17 and 8.14 Å for 1Pt·H2O and 1Pd·H2O, respectively. Host–host and host–guest H-bond interactions found for 1Pt·H2O and 1Pd·H2O and for the rest of studied solvates are gathered in Table 1.
Interaction | 1Pt | 1Pd | 1Pt·H2O | 1Pd·H2O | 1Pt·0.5MeOH | 1Pd·0.5MeOH | 1Pt·0.4EtOH |
---|---|---|---|---|---|---|---|
Host–host | |||||||
N6(amino)⋯N7(het.) | 3.023 | 2.973 | — | — | — | — | — |
N3(amino)⋯N7(het.) | — | — | 3.106 | 3.075 | — | — | 3.053 |
N7(amino)⋯N3(het.) | — | — | — | — | 2.979 | 3.039 | — |
N11(amino)⋯N13(het.) | — | — | 3.015 | 3.042 | — | ||
Host–guest | |||||||
O1(guest)⋯N2(het.) | — | — | 2.885 | 2.842 | — | — | 2.795 |
O1(guest)⋯N8(amino) | — | — | 3.053 | 3.035 | — | — | 2.963 |
O1(MeOH)⋯N2(het.) | — | — | — | — | 2.724 | 2.771 | — |
O2(MeOH)⋯N10(het.) | — | — | — | — | 2.805 | 2.781 | — |
O1(MeOH)⋯N8(amino) | — | — | — | — | 2.900 | 2.914 | — |
O2(MeOH)⋯N14(amino) | — | — | — | — | 2.979 | 2.908 | — |
Upon cooling to 187 K (180 K for 1Pd·H2O), the crystals become orange suggesting the occurrence of a HS-to-LS state change. The system retains the C2/m space group and the overall structure does not change significantly with respect to that at 260 K. However, whereas the average [Fe1N6] bond length decreases by 0.194 Å for 1Pt·H2O and 1Pd·H2O, that of [Fe2N6] remains barely unaltered for both 1Pt·H2O (2.165 Å vs. 2.139 Å) and 1Pd·H2O (2.171 Å vs. 2.156 Å). These values reveal that whereas Fe1 centres undergo a complete HS-to-LS transition, those of Fe2 remain in the HS configuration. This defines a ⋯HS–LS⋯ ordered state within the linear H-bond chains mentioned above (Fig. 2a) that in turn results in an infinite ordered succession of HS and LS planes running along (001) (Fig. 2b). Further cooling to 120 K induces a complete spin transition as indicated by the Fe1–N/Fe2–N average distances of 1.948/1.955 and 1.961/1.963 Å for 1Pt·H2O and 1Pd·H2O, respectively. These structural data are in perfect agreement with the magnetic measurements (vide infra). The HS → LS process is accompanied by a contraction of the interlayer distance by 0.3 Å and 0.2 Å for 1Pt·H2O and 1Pd·H2O, respectively. Furthermore, the angles defined by the equatorial planes of Fe1–Fe2/Fe1–Pt(Pd)/Fe2–Pt(Pd) decrease by 0.7°/1.2°/2.0° when moving from the HS to the LS state for 1Pt·H2O and 1Pd·H2O, consequently the undulation of the {Fe[M(CN)4]}n planes is slightly less pronounced. The main crystallographic parameters of 1Pt·H2O and 1Pd·H2O are gathered in Tables S1 and S2,† respectively.
Fig. 3 shows the magnetic properties in the form of χMT versus T plots (χM is the molar magnetic susceptibility and T is the temperature) for 1Pt·H2O and 1Pd·H2O. Samples of 1Pt·H2O and 1Pd·H2O and, consequently, those of their corresponding derivatives (vide infra) were constituted exclusively of single crystals which, according to the elemental analysis and powder X-ray diffraction studies (see experimental section and Fig. S3 in ESI†), corresponded to a single phase. At 290 K, the χMT value of the as-synthesized crystals of 1Pt·H2O and 1Pd·H2O was found to be about 3.5 cm3 K mol−1, which is consistent with the FeII ion in the HS state. When cooling at 2 K min−1, this value remains constant until it drops abruptly just below ca. 205 K in two marked steps, involving each one 50% of a complete HS-to-LS transformation. The average critical temperatures Tc (calculated as Tc = T↑ci + T↓ci/2 where T↑ci and T↓ci (i = 1, 2) are the transition temperatures in the respective heating and cooling modes) are Tc1 = 205.5 (204) K and Tc2 = 187.5 (173.5) K for 1Pt·H2O (1Pd·H2O) within the first and second step, respectively, and define hysteresis loops (ΔTc = T↑ci − T↓ci) of ΔTc1 = 9 (8) K and ΔTc2 = 15 (9) K for 1Pt·H2O (1Pd·H2O). Hence, the SCO curves of 1Pt·H2O and 1Pd·H2O define a plateau in the temperature range 184–205 K and 175–205 K, respectively, where, accordingly to the structural data, a HS–LS mixed state is present.
Fig. 3 SCO behaviour expressed as χMT vs. T plots recorded at 2 K min−1 for (a) 1Pt·H2O and (b) 1Pd·H2O. Cooling and heating modes are highlighted in blue and red, respectively. |
In subsequent SCSC transformations, desorbed 1Pt and 1Pd crystals soaked in MeOH or EtOH for a period of 3 h afforded crystals of 1M·0.5MeOH or 1M·xEtOH (M = Pt, Pd, x = 0.25–0.4) (see Scheme 2). According to the corresponding TGA, a maximum of 0.5 molecules of methanol per FeII are trapped within the structure of 1M whereas ca. 0.4 molecules of ethanol was included in 1Pt (1Pt·0.4EtOH). However, only 0.25 molecules of ethanol were found in 1Pd (1Pd·0.25EtOH) (Fig. S1c–f†). Given the non-porous nature of 1Pt and 1Pd, and due to the larger molecular volume of MeOH, and especially of EtOH, their adsorption isotherms reflect much higher steric hindrance for these guests than for H2O, thereby requiring higher P/Po values to include amounts close to the ones found for the soaked crystals. Interestingly, the MeOH adsorption isotherm for 1Pd also displays a clear sigmoidal shape with a threshold relative pressure of 0.04 P/P0 (see Fig. 4d) reflecting a Type F-III adsorption profile ascribed to a gradual non-porous to porous structural switching.22 Indeed, this threshold value is even lower than that of H2O and the same trend is observed for the Pt derivative (0.01 P/P0 for MeOH vs. 0.02 for water) (Fig. 4b). In addition, the desorption isotherm profiles for the MeOH and EtOH derivatives are significantly different to the adsorption ones defining a marked hysteretic behaviour. This fact contrasts with the water uptake whose adsorption/desorption profiles are very close each other. All these observations suggest that the host clathrates exhibit higher chemical affinity for MeOH than for H2O at very low guest pressures and, although relatively strong interactions seem to be stablished with EtOH, its higher molecular volume may prevent an efficient adsorption. Similar results describing lower adsorption pressures for MeOH and EtOH than for H2O in a non-SCO 2D framework have been reported and ascribed to the presence of hydrophobic interactions.23
Time-dependent thermogravimetic studies of 1M under water, methanol or ethanol vapours are consistent with the results described above. With the aim of extracting the kinetic parameters associated with the adsorption processes, the quantity of adsorbed guest as a function of time was fitted to the Avrami equation24 (α = A(1 − exp{−Kavtn})) (see Fig. S4 and Table S3†). As expected regarding the adsorption isotherms, the Pt derivative presents higher amounts of adsorbed guest (A) and higher adsorption kinetic constants (Kav) than the Pd one. In addition, for a given activated derivative (1Pt or 1Pd), the adsorption kinetic constants are higher for MeOH and EtOH than for water suggesting a stronger affinity by the host framework for the formers. However, the n parameter, which accounts for the cooperativity of the process, indicates that the adsorption event is more cooperative for water than for the alcohol molecules. Furthermore, for a given guest molecule, n is higher for the Pd than for the Pt derivative.
At 260 K, the [FeN6] average bond length [2.161 and 2.158 Å for 1Pt and 1Pd, respectively] is consistent with 100% of the FeII ions in the HS state. When cooling to 120 K, the structures remain in the Pnma space group but the [FeN6] average bond length decreases to 1.950 Å for 1Pt and 1.960 Å for 1Pd, consistently with a complete HS-to-LS transition, also reflected by the observed yellow to red colour change. It is important to note that, according to the powder X-ray diffraction (Fig. S5†), the spontaneous readsorption of water from air moisture (1M → 1M·H2O) shows complete structural reversibility recovering the original 1M·H2O frameworks.
At 260 K, the average Fe1–N/Fe2–N bond lengths (2.174 Å/2.166 Å and 2.175 Å/2.173 Å for 1Pt·0.5MeOH and 1Pd·0.5MeOH, respectively) are consistent with a fully populated HS state. When cooling down to 100 K, the crystal retains the orthorhombic Pbcm space group and undergoes a yellow-to-dark orange color change indicating the occurrence of a HS-to-LS change. Indeed, although the Fe1 site remains in the HS state (Fe1–N average distance = 2.174 Å (260 K) vs. 2.164 Å (100 K)/2.175 Å (260 K) vs. 2.154 Å (100 K) for 1Pt·0.5MeOH/1Pd·0.5MeOH), Fe2 undergoes a complete switch to the LS state (Fe2–N average distance = 2.166 Å (260 K) vs. 1.984 Å (100 K)/2.173 Å (260 K) vs. 1.985 Å (100 K) for 1Pt·0.5MeOH/1Pd·0.5MeOH) giving rise to an ordered ···HS–LS··· state. The packing of the layers becomes slightly denser during the SCO event as it is reflected by the decrease of the distance between the average planes, defined by the undulated cyano-bridged bimetallic layers, from 8.197 Å/8.097 Å to 7.997 Å/7.987 Å for 1Pt·0.5MeOH and from 8.185 Å/8.138 Å to 8.070 Å/8.013 Å for 1Pt·0.5MeOH. Powder X-ray diffraction measurements have confirmed the structural reversibility of the methanol adsorption since the resulting pattern of the solid upon heating (1M·0.5MeOH → 1M) coincides with that initially registered for the dehydrated compound (1M·H2O → 1M) (Fig. S8†).
At 260 K, the Fe1–N/Fe2–N average distances are 2.164/2.168 Å, thereby reflecting a fully populated HS state. When cooling to 100 K, these distances change to 2.112/1.987 Å revealing that whereas the ca. 70% of the Fe1 centres remain in the HS state, the Fe2 centres undergo a complete transition to the LS state. Table 2 gathers the Fe–N average distances and the octahedral distortion parameters at each temperature for all the studied structures.
Sample | 1Pt | 1Pt·H2O | ||||||
T (K) | 260 | 120 | 260 | 187 | 100 | |||
Spin state | HS | LS | Fe1(HS) | Fe2(HS) | Fe1(LS) | Fe2(HS) | Fe1(LS) | Fe2(LS) |
Fe–N (Å) | 2.161 | 1.950 | 2.159 | 2.164 | 1.965 | 2.140 | 1.948 | 1.955 |
Θ/Σ | 39/17.9 | 20.1/8.4 | 22/11.6 | 39/22.8 | 21/12.0 | 43/29.6 | 17/14.0 | 30/20.4 |
Sample | 1Pd | 1Pd·H2O | ||||||
T (K) | 260 | 120 | 260 | 180 | 100 | |||
Spin state | HS | LS | Fe1(HS) | Fe2(HS) | Fe1(LS) | Fe2(HS) | Fe1(LS) | Fe2(LS) |
Fe–N (Å) | 2.158 | 1.960 | 2.168 | 2.174 | 1.987 | 2.156 | 1.961 | 1.963 |
Θ/Σ | 52/23 | 18.7/9.2 | 16/4.8 | 28/14.8 | 19/9.2 | 33/25.2 | 14/5.6 | 29/13.2 |
Sample | 1Pt·0.5MeOH | 1Pd·0.5MeOH | ||||||
T (K) | 260 | 100 | 260 | 100 | ||||
Fe1(HS) | Fe2(HS) | Fe1(HS) | Fe2(LS) | Fe1(HS) | Fe2(HS) | Fe1(HS) | Fe2(LS) | |
Fe–N (Å) | 2.174 | 2.166 | 2.164 | 1.984 | 2.174 | 2.173 | 2.155 | 1.986 |
Θ/Σ | 29/4.7 | 28/19.7 | 37/17.6 | 26/9.7 | 32/8.4 | 28/22.4 | 32/18.0 | 25/11.9 |
Sample | 1Pt·0.4EtOH | |||
T (K) | 260 | 100 | ||
Fe1(HS) | Fe2(HS) | Fe1(HS) | Fe2(LS) | |
Fe–N (Å) | 2.164 | 2.166 | 2.112 | 1.986 |
Θ/Σ | 17/7.2 | 36/22.8 | 34/16.4 | 22/15.6 |
The SCO properties of 1Pt·0.5MeOH/1Pt·0.4EtOH and 1Pd·0.5MeOH are displayed in Fig. 6a and b, respectively. The adsorption of MeOH induces a significant decrease of the SCO temperatures and whereas the transition remains cooperative displaying a one-step hysteretic curve (ΔTc = 10 K) with Tc = 170 K for 1Pt·0.5MeOH, it exhibits a very subtle two-step behaviour centred at similar temperatures (Tc = 170.5 K) with a narrow hysteresis (ΔTc = 3 K) for 1Pd·0.5MeOH. The inclusion of ethanol in 1Pt (compound 1Pt·0.4EtOH) induces an even further decrease of the spin crossover temperatures than the methanol does (Tc = 131.5 K) while conserving a 13 K hysteresis wide. The χMT values recorded at 100 K (1.70/1.43/1.63 cm3 K mol−1 for 1Pt·0.5MeOH/1Pd·0.5MeOH/1Pt·0.4EtOH) indicate, in good agreement with the structural data, that the presence of MeOH or EtOH blocks ca. 49/41/46% of the FeII ions in the HS state. Despite further cooling to 50 K no additional spin transition events were observed for these compounds (Fig. S10†). In contrast, the χMT vs. T curve of 1Pd·0.25EtOH displays a more complete two-step SCO behaviour (Fig. S11a†). The first step is characterized by a cooperative transition with Tc1 = 191 K (ΔTc1 = 10 K) whereas the second one shows a gradual transition with Tc2 = 146.5 K and (ΔTc2 = 9 K). Among the ca. 79% of the FeII centres that are SCO-active in 1Pd·0.25EtOH, ca. 47% undergo the spin transition in the first step and ca. 32% in the second step. As shown by TGA (Fig. S1e, f and S11b†), the differences in the SCO properties between 1Pt·0.4EtOH and 1Pd·0.25EtOH are likely assignable to the lower effective quantity of ethanol present in the latter (0.4 vs. 0.25, respectively).
The SCO properties of 1Pt, 1Pd, 1Pt·H2O, 1Pd·H2O, 1Pt·0.5MeOH and 1Pd·0.5MeOH were also monitored through differential scanning calorimetry (DSC) at 10 K min−1. 1Pt·0.4EtOH and 1Pd·0.25EtOH were not analysed by this technique since their corresponding spin transitions are out of the temperature window of our calorimeter. As depicted in Fig. S12,† DSC measurements reproduce very well the SCO behaviour observed for the different samples in the magnetic studies. For example, calorimetric curves of dehydrated (1M) and hydrated (1M·H2O) compounds show one and two singularities during both the heating and cooling modes confirming single and double stepped SCO behaviours, respectively. In addition, the ΔH/ΔS (kJ mol−1/J K−1 mol−1) parameters are 14.63/74.86, 18.06/82.32, 17.49/88.14 and 16.49/86.52 for 1Pt, 1Pd, 1Pt·H2O and 1Pd·H2O, respectively, in good agreement with the values typically displayed by Hofmann-like FeII compounds featuring cooperative and complete SCO behaviours.4a In contrast, 1Pt·0.5MeOH and 1Pd·0.5MeOH solvates present ΔH/ΔS (kJ mol−1/J K−1 mol−1) values of 7.64/40.09 and 7.10/41.40 consistent with a ca. 50% blocking of the spin transition as detected in the corresponding magnetic measurements.
The insertion of hydroxylic guest molecules in 1M promotes different degrees of local distortion in the 2D framework, which are responsible for the formation of non-equivalent FeII and MII (MII = Pt, Pd) centres. The unsolvated 1M derivatives, constituted of homogeneously corrugated 2D layers with a minimum degree of distortion (maximum symmetry), feature only one crystallographic FeII (and MII) site and show the occurrence of similar one-step complete cooperative SCO for MII = Pt, Pd derivatives. In contrast, the inclusion of water distorts the layers generating two different centrosymmetric FeII sites in 1M·H2O with different degrees of octahedral Σ and Θ distortions (see Table 2). The less distorted Fe1 site is more prone to exhibit SCO than that of Fe2 giving rise to the stabilization of an ordered intermediate mixed spin state ⋯LS(Fe1)–HS(Fe2)–LS(Fe1)⋯. The inclusion of MeOH or EtOH provokes further asymmetry in the 1M·0.5MeOH and 1Pt·0.4EtOH layers reflected on the occurrence of two crystallograpically different [M(CN)4]2− centres and the loss of centrosymmetry in the Fe1 and Fe2 sites. Consequently, the SCO conversion occurs at lower temperatures involving essentially 50% of the FeII centres. Although the down-shift of the Tc parallels the increase of the guest size, the electronic factors may also play an important role (vide infra). Surprisingly, the Fe1 site, which undergoes SCO first in 1M·H2O, remains HS in 1M·0.5MeOH/1Pt·0.4EtOH even at 100 K, in spite of being surrounded by a less distorted octahedron (Table 2). However, the Fe2 site is SCO-active observing a complete HS → LS transition. In fact, pressure experiments carried out over 1Pt·0.5MeOH demonstrate that whereas the Tc value of the Fe2 centre increases markedly with pressure, the pressure dependence of the SCO experienced by the Fe1 site is more moderate being almost complete only with pressures above 1.76 KBar (Fig. S13†). This singular situation can be associated with the fact that the oxygen atom of water and alcohol guests occupy different specific sites within the interlayer channels (Fig. 7). Indeed, the arrangement of methanol and ethanol molecules in the cavities tends to optimize the attractive interactions (H-bond) and minimize the repulsive contacts between the aliphatic part of the alcohol and the host network. Therefore, the water and the alcohol molecules display differences in the H-bond distances with the host 5-NH2Pym ligands (Table 1). More precisely, the methanol and ethanol molecules afford stronger H-bonds (shorter distances) than the water molecule with the non-coordinated N2 atom of the pyrimidine moiety, which is directly connected to the Fe1 sites. This fact explains the higher affinity to alcohols suggested by the adsorption isotherms, time-dependent TGAs and the hysteretic behaviour defined by their desorption isotherms. Since this H-bond withdraws electron density from the pyrimidine ring, it is reasonable to infer a decrease of the ligand field strength around the Fe1 sites “deactivating” the SCO. Furthermore, there are additional steric reasons involving contacts between the C atom(s) of the MeOH/EtOH and the pyrimidine ring coordinated to Fe1 [C(EtOH/MeOH)⋯C4(pym) and C(EtOH/MeOH)⋯N2(pym)] whose distances, shorter than the sum of the corresponding van der Waals radii, may also hamper the complete HS → LS transition stabilizing the mixed ⋯LS(Fe2)–HS(Fe1)–LS(Fe2)⋯ states. It is worthwhile emphasizing that the SCO behaviour of [Fe2N6] site remains mostly unaltered presenting very similar SCO temperatures when interacting with water or methanol, however, they decrease markedly with ethanol. In the case of 1Pd·0.25EtOH, the low quantity of adsorbed ethanol seems to affect only a small fraction of FeII sites (ca. 32%) lowering their SCO temperature whereas the most part of the FeII sites (47%) exhibit SCO temperatures reminiscent of the 1Pd unsolvated compound. This situation is reflected when observing the powder X-ray diffraction of 1Pd·0.25EtOH soaked in ethanol, as the main intense peaks are those corresponding to the “empty” compound whereas only some less intense peaks correspond to the ethanol containing clathrate (Fig. S14†).
Finally, in order to qualitatively assess the selectivity properties of 1M against the adsorption of H2O, MeOH and EtOH, freshly dehydrated 1M·H2O samples were immersed overnight in solvent mixtures of H2O:MeOH, MeOH:EtOH or H2O:EtOH (1:1 in volume) and the SCO properties of the yielded solvates measured in the SQUID magnetometer. The results show that when soaking 1M either in H2O:MeOH or MeOH:EtOH mixtures the recorded SCO curves are reminiscent of those of 1M·0.5MeOH (Fig. S15†) indicating a higher tendency to adsorb MeOH over the other molecules. On the other hand, the magnetic properties of 1M, recorded after being soaked in H2O:EtOH mixtures, display 2-stepped SCO profiles characteristic of 1M·H2O derivatives (Fig. S15†) suggesting that water molecules have been mostly adsorbed in this case. These results are in good agreement with that expected from the adsorption isotherms and X-ray diffraction data which predict higher chemical affinity to MeOH than H2O and higher selectivity of H2O/MeOH against EtOH. The former observation may be associated to the stronger host–guest interactions stablished with MeOH whereas the latter can be interpreted as a molecular size-based exclusion in which the adsorption of the larger EtOH molecules is hampered by steric effects. Overall, the adsorption selectivity showed by 1M follows the tendency MeOH > H2O > EtOH.
Footnote |
† Electronic supplementary information (ESI) available: Synthesis and characterization of samples, experimental and instrumental details. CCDC 2018378–2018393. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/d0sc04246c |
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