Lei Sunab,
Hui Chena,
Chengbing Maa and
Changneng Chen*a
aState Key Laboratory of Structural Chemistry, Fujian Institute of Research on the Structure of Matter, The Chinese Academy of Sciences, Fuzhou, Fujian 350002, China. E-mail: ccn@fjirsm.ac.cn; Fax: +86 591 83792395
bUniversity of Chinese Academy of Sciences, Beijing 100039, China
First published on 25th January 2016
Reactions of manganese nitrate and lanthanide nitrate hexahydrate with 2-(hydroxymethyl)pyridine (hmpH) and sodium propionate as co-ligands in the mixed solutions of acetonitrile and ethanol generated two hexanuclear Mn–Ln compounds [Mn4Ln2O2(OH)(hmp)5(EtCO2)3(MeCN)(NO3)5(H2O)] [Ln = La (1), Nd (2)]. Compounds 1 and 2 are isostructural and possess a core of [MnIII4LnIII2(μ3-OR)3(μ3-O)2(μ2-O)3]5+, which comprises three face-sharing defect cubane units. The core topology represents a new core type of Mn–Ln cluster. The soild-state dc magnetic susceptibility analyses indicate antiferromagnetic interactions within the two compounds. Compound 1 possesses an S = 0 ground state spin, fitting of the dc data for a tetranuclear MnIII4 with the Magpack program gives parameters of J1 = −0.50 cm−1, J2 = −5.03 cm−1, J3 = 3.77 cm−1 and g = 1.95.
It is important to select an appropriate ligand to construct 3d–4f compounds, and the polydentate chelating ligand with nitrogen and/or oxygen atoms could facilitate the coordination affinities of Mn and Ln metal ions. The 2-(hydroxymethyl)pyridine (hmpH), a N/O bidentate chelate and bridging ligand, has been widely employed for the synthesis of high-nuclearity Mn clusters, such as Mn10, Mn12, Mn18, Mn21.6 However, only few examples of Mn/Ln clusters used hmpH as ligand have been reported to date, such as MnIII2LnIII2, MnIII2LnIII4, MnIII8LnIII4 and MnIII4CeIII2.7 The carboxylate ions are flexible ligands and often lead to antiferromagnetic coupling. For Mn–Ln clusters using hmpH and a carboxylate as co-ligands, variation of the carboxylate R groups, from small acetate to bulky phenyl group, generated different kinds of compounds with aesthetical structures and unusual properties.7 In the present work, we used pyridine-based alkoxide and sodium propionate as co-ligands to construct a new family of mixed 3d–4f hexanuclear compounds. The magnetic susceptibility study indicates the presence of antiferromagnetic interactions within the compounds. The syntheses, structures and magnetic properties of these compounds are described in this paper.
Preparation of the compounds: Mn(NO3)2 (aq, 50%, 0.36 ml, 1.5 mmol) and Ln(NO3)3·6H2O (1.0 mmol) were added to a colorless stirred solution of hmpH (0.10 ml, 1.0 mmol) and NEt3 (0.14 ml, 1.0 mmol) in MeCN (15 ml) and EtOH (5 ml), which led to a rapid color change to dark red. Then sodium propionate (0.096 g, 1.0 mmol) were added to the vigorous solutions. The mixture was stirred for 5 h, then filtered, and the solution was left undisturbed in a flask. Slow evaporation of the solution at room temperature gave large black crystals in five days, which were collected by filtration, washed thoroughly with MeCN, and dried in vacuum.
1 3C2H5OH·3H2O | 2 3C2H5OH·2H2O | |
---|---|---|
a R1 = ∑(||Fo| − |Fc||)/∑|Fo|.b wR2 = [∑w(Fo2 − Fc2)2/∑w(Fo2)2]0.5. | ||
Formula | Mn4La2O36C47N11H75 | Mn4Nd2O35C47N11H73 |
Fw | 1867.56 | 1860.17 |
Crystal system | Triclinic | Triclinic |
Space group | P | P |
a, Å | 11.7735(4) | 11.7632(4) |
b, Å | 16.3609(4) | 16.3266(5) |
c, Å | 17.8475(5) | 17.7806(3) |
α, deg | 93.405(2) | 93.1011(18) |
β, deg | 91.388(3) | 91.1479(19) |
γ, deg | 108.443(3) | 108.882(3) |
V, Å3 | 3252.21(17) | 3223.77(15) |
Z | 2 | 2 |
T, K | 100 | 100 |
ρcalcd, g cm−3 | 1.727 | 1.724 |
μ, mm−1 | 16.82 | 19.049 |
F(000) | 1656 | 1668 |
R1a | 0.0621 | 0.0809 |
wR2b | 0.1514 | 0.1930 |
To explore the effect of different carboxylate R groups to the structures and properties of compounds, sodium acetate and benzoic acid were replaced sodium propionate in the reactions. When used MeCO2Na and hmpH as co-ligands, no crystallized products were yielded. While used PhCO2H and hmpH as co-ligands, it generated a family of dodenuclear clusters with the formula [MnIII8LnIII4(O)8(hmp)4(O2CPh)12(NO3)4(PhCO2H) (C2H5OH)], which have been reported by our group.7c As compared to the two clusters with different R groups, the structures differ in two parts: (i) compounds with EtCO2− groups are hexanuclear clusters, when PhCO2− as an alternative group to EtCO2− it generated dodenuclear clusters; (ii) the Mn4Ln2 compounds comprise a core of three face-sharing defected cubane units, while the Mn8Ln4 compounds possess a spindle-shaped core.
Fig. 1 (Top) Partially labelled structure of compound 1. (Bottom) The core of compound 1. Color scheme: La, green; Mn, teal; O, red; N, blue. H atoms have been omitted for clarity. |
Mn1–O1 | 1.894 | Mn3–O6 | 2.134 |
Mn1–O2 | 2.137 | Mn3–O7 | 1.943 |
Mn1–O11 | 2.253 | Mn3–O8 | 1.926 |
Mn1–O28 | 1.838 | Mn3–O10 | 2.462 |
Mn1–O29 | 1.992 | Mn3–O30 | 1.824 |
Mn1–N1 | 2.047 | Mn3–N3 | 2.052 |
Mn2–O4 | 1.899 | Mn4–O3 | 1.927 |
Mn2–O5 | 2.198 | Mn4–O7 | 2.374 |
Mn2–O11 | 2.154 | Mn4–O10 | 1.917 |
Mn2–O29 | 2.044 | Mn4–O28 | 1.823 |
Mn2–O30 | 1.841 | Mn4–N4 | 2.043 |
Mn2–N2 | 2.069 | Mn4–N6 | 2.283 |
La2–O20 | 2.616 | La2–O21 | 2.629 |
La1–O9 | 2.550 | La1–O10 | 2.637 |
La1–O11 | 2.536 | La1–O12 | 2.594 |
La1–O14 | 2.659 | La1–O15 | 2.723 |
La1–O17 | 2.636 | La1–O28 | 2.496 |
La2–O1 | 2.484 | La1–O30 | 2.464 |
La2–O18 | 2.615 | La2–O4 | 2.488 |
La2–O23 | 2.608 | Mn1–O29–Mn2 | 104.188 |
Mn1–O1–La2 | 109.882 | Mn1–O28–La1 | 113.912 |
Mn1–O11–Mn2 | 92.631 | Mn2–O30–La1 | 112.039 |
Mn1–O28–Mn4 | 126.318 | Mn2–O30–Mn3 | 126.223 |
Mn1–O29–La2 | 103.266 | Mn2–O4–La2 | 100.589 |
Mn3–O30–La1 | 113.282 | Mn3–O10–Mn4 | 98.968 |
Mn3–O7–Mn4 | 101.211 | Mn4–O28–La1 | 109.456 |
The oxidation states of Mn metals and the protonation levels of O atoms were assigned by the charge balance consideration and bond valence sum (BVS)10 calculations (Tables 3 and 4, respectively). All MnIII atoms display a coordination number of six with distorted octahedral geometries. The three MnIII atoms exhibit distinctly Jahn–Teller axial elongations along O(carb)–Mn–O(carb) axes including O2–Mn1–O11 axes, O5–Mn2–O11 axes and O6–Mn3–O10 axes, which avoid the Mn–O2− bonds as expected. The elongated MnIII–O bonds are 0.304–0.418 Å longer than the other MnIII–O bonds. Both La ions are ten coordinate with different types of geometries varying in the coordination environment. La1 is bound by four oxygen atoms from two NO3−, two bridging μ3-O ligands, one nitrogen atom and one oxygen atom from a η1:η1:μ2 hmp− group, one oxygen atom from η1:η1:μ2 hmp− group, one oxygen atom of η1:η1:μ2 EtCO2− group. La2 coordinates with a O10 donor set consisting of six η1:η1:μ NO3−, two η1:η1:μ2 hmp−, one μ3-O and one terminal water. The La–O bond distances range from 2.459 Å to 2.724 Å and the La–N bond distance is 2.734 Å. There exist a hydrogen bond between the terminal water on the La2 and the EtCOO− on the Mn2, the O–H⋯O distance is 2.747 Å and angle is 155.09°. There are no dominant intermolecular interactions within the compound, for the nearest metal distance between different molecules is the separation of Mn–La (7.701 Å), thus it is considered that the magnetic behaviour may be of molecular origin.
Atom | Mn(II) | Mn(III) | Mn(IV) |
---|---|---|---|
a The italic value is the closest to the charge for which it was calculated, and the nearest whole number can be considered as the oxidation state of the atom. | |||
Mn1 | 3.27 | 3.02 | 3.14 |
Mn2 | 3.19 | 2.94 | 3.05 |
Mn3 | 3.21 | 2.98 | 3.08 |
Mn4 | 3.25 | 3.03 | 3.11 |
Atom | BVS | Assignment |
---|---|---|
a BVS values for O atoms of RO−(μ-O2−) and μ-OH groups are typically 1.8–2.1 and 1.0–1.2 respectively. | ||
O10 | 1.99 | RO− |
O11 | 1.94 | RO− |
O28 | 2.07 | μ3-O2− |
O29 | 1.26 | μ3-OH |
O30 | 2.09 | μ3-O2− |
To date, only a small amount family of hexanuclear clusters have been reported, including [MnIV4CeIII2O2(Me-sao)6(NO3)4(OAc)2(H2O)2]11 and [Mn4Ce2O2(ButCO2)5(NO3)5(hmp)4]14 whose cores containing two [Mn2CeO] triangular units, [MnIII4LnIII2(μ3-O)2(Hbeemp)2(OAc)8(μ3-OMe)2(H2O)2] as well as [MnIII4LnIII2(H2L)2(HL)2(CH3COO)4(CH3O)2(CH3OH)4] with butterfly shaped cores,12 a face-fused double-cubane [Mn4Ln2O2(O2CBut)6(edteH2)2(NO3)2],13 [Mn4Ce2O2(O2CMe)6(NO3)4(hmp)4] possessing an octahedral core,15 [MnII2MnIII2LnIII2(Piv)8(thme)2(H2tea)2] containing four face-sharing defected cubane units.16 In addition, the core of compounds 1 and 2 is MnIII4LnIII2, which is distinct from the compound of [MnII2MnIII2LnIII2(Piv)8(thme)2(H2tea)2] with a core of MnII2MnIII2LnIII2. Obviously, the structures of compounds 1 and 2 are completely different from the compounds above, which represent a new topology.
Plots of χMT vs. T for compounds 1 and 2 are depicted in Fig. 2. The χMT vs. T plots of compounds 1 and 2 show similar trends. For compound 1, at room temperature, the χMT value is 10.66 cm3 K mol−1, which is slightly lower than the expected value of 12.01 cm3 K mol−1 for the uncoupled four MnIII ions (S = 2, C = 3.00 cm3 K mol−1, g = 2.00) and two diamagnetic LaIII ions. The χMT value decreases slowly upon lowering the temperature until approximately 100 K, and then rapidly decreases down to a value close to zero at 2 K. The susceptibility data in the temperature range of 100–300 K obeys the Curie–Weiss law, and the derived Weiss constant value is −32.04 K. The above mentioned behaviour indicates dominate antiferromagnetic exchanges within compound 1, leading to an S = 0 ground state. As LaIII ion is diamagnetic, the magnetic property of antiferromagnetic for compound 1 is attributed to the interactions of MnIII–MnIII. The curve of M versus H displays an almost linear increase without clear saturation up to 8 T at 2 K (Fig. S2†), which further confirmed this conclusion.17
Fig. 2 The χMT vs. T plots for compounds 1 and 2 in a 0.1 T dc field. The solid line is fit of the data of compound 1 with the Magpack program using the coupling scheme shown in the inset. |
To explore the magnetic exchange interactions within Mn4 core of compound 1, the magnetic susceptibility data in the 15–300 K range were fitted using the Magpack program.18 Data below 15 K were omitted as zero field or Zeeman effects maybe affect the fitting in the low temperature range. The isotropic Heisenberg spin Hamiltonian describing the magnetic interactions within the Mn4 cores could be given as follows:
Ĥ = −2J1Ŝ1Ŝ2 − 2J2(Ŝ2Ŝ3 + Ŝ1Ŝ4) − 2J3Ŝ3Ŝ4 |
where J1 denotes the Mn1 and Mn2 coupling interaction, the exchange coupling constant of Mn1–Mn4 and Mn2–Mn3 could be considered to be the same as J2 due to similar structural parameters, J3 is the Mn3 and Mn4 exchange constant. The model containing atom labeling and exchange pathways are shown in Fig. 2 (inset). The solid line exhibits a satisfactory fit of the experimental data to the theoretical data (Fig. 2), giving the parameters of J1 = −0.50 cm−1, J2 = −5.03 cm−1, J3 = 3.77 cm−1, and g = 1.95. The exchange interactions within Mn4 core are all weak, and the J3 indicates ferromagnetic interaction between Mn3 and Mn4. The Mn3 and Mn4 are bridged by two μ2-OR− atoms which coming from hmp− groups. The alkoxide O atom of hmpH often supports ferromagnetic coupling between the metal atoms, and the comparison of exchange parameters for the compounds, whose MnIII and MnIII metals are bridged by alkoxide O atom of hmpH, are listed in Table 5.22 In addition, the MnIII–MnIII interaction in Mn4 rhombs with the JT axes containing μ2-OR− groups are often ferromagnetic interactions,19 thus it is reasonable for J3 to be positive. The weak J3 may be related to the longer MnIII–MnIII distance (3.35 Å), comparing with the reported Mn4 cores whose value of J average 8–9 cm−1 and MnIII–MnIII distance span is 3.15 to 3.23 Å.20
For compound 2, the χMT value of 13.40 cm3 K mol−1 at 300 K is much lower than the calculated value of 25.12 cm3 K mol−1 for four independent MnIII ions (S = 2, C = 3.00 cm3 K mol−1, g = 2.00) and two uncoupled NdIII ions (S = 3/2, L = 6, J = 9/2, g = 8/11). The χMT value decreases in a monotonic fashion upon cooling with a value of 0.71 cm3 K mol−1 at 2 K. A negative Weiss constant value of −44.82 K was obtained according to the Curie–Weiss law above 50 K. For compound 2, modelling the magnetic susceptibility with a similar approach as compound 1 is difficult because of the complicated intrinsic magnetic properties of the NdIII ion. In order to investigate more magnetic information of compound 2, we can subtract the plot 1 from 2 plot to explore the interactions between Mn–Nd in complex 2, the interactions of Nd–Nd can be neglected as the distance of two Nd ions being 6.35 Å. The χMT product decrease with decreasing temperature (Fig. S3†) suggesting the interactions between Mn–Nd are antiferromagnetic. The isothermal magnetization curves (M vs. H/T) for compound 2 are not coincide (Fig. 3), displaying the presence of magnetic anisotropy of NdIII or low-lying excited states.21 Furthermore, the magnetization of compound 2 increases slowly with increasing applied field without saturation even at 8 T (Fig. S4†), which is also confirmed the presence of these effects.
Fig. 3 Plot of the magnetization versus H/T for compound 2 in the field of 1–5 T and the temperature of 2–15 K. |
The ac susceptibility measurements were performed on compounds 1 and 2 in the temperature range of 2.0 K to 5.0 K with a 3.0 G ac field oscillating in the scope of 511–2311 Hz and a zero-applied dc field. There are no frequency-dependent behaviour in the in-phase signals χ′MT and the out-of-phase signals χ′′M for both compounds (Fig. S5 and S6†). Hence, compounds 1 and 2 do not display SMM behaviour, which may be due to small magnetic anisotropy and low ground state.
Footnote |
† Electronic supplementary information (ESI) available: X-ray crystallographic data for complexes 1 and 2 in CIF format. CCDC 1439267 and 1439268. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/c5ra25526k |
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