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UoC-6: a first MOF based on a perfluorinated trimesate ligand

  • John Krautwurst , Rainer Lamann and Uwe Ruschewitz EMAIL logo
Published/Copyright: October 11, 2021

Abstract

Reaction of Sc(NO3)3·5H2O with K(H2 pF-BTC) – the monopotassium salt of perfluorinated trimesic acid – led to the formation of single crystals of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O ( P 1 , Z = 2). DTA/TGA measurements revealed that all water molecules were released below 200 °C. Using powder synchrotron radiation diffraction data, the crystal structure of the residue of the dehydration was elucidated and the results confirmed the formula [ Sc ( p F BTC ) ] 3 (Fddd, Z = 16). The compound is similar, but not isostructural to the recently published UoC-4 (I41/amd, Z = 8; UoC: University of Cologne) with a difluorinated trimesate (dF-BTC3–) as connecting linker. Both compounds can be classified as metal-organic frameworks (MOFs) consisting of a 3D network of Sc3+ nodes connected by the fluorinated trimesate ligands. They contain small pores, but their opening windows are too small for any guest molecules to pass. Remarkably, UoC-4 with a lower symmetric ligand (dF-BTC3–) crystallizes in a higher symmetry space group (I41/amd) than UoC-6 (Fddd). This can be rationalized by increasing torsion angles of the carboxylate moieties in the pF-BTC3– ligand.

1 Introduction

Metal-organic frameworks (MOFs) are a still emerging class of compounds with almost 108,000 entries in the current MOF subset (version 5.42, Feb. 2021) of the CCDC database [1], [2], [3]. Although not all of these entries obviously fulfill the recommendations of the IUPAC to be classified as MOFs [4], this large number is still astonishing taking into account that MOF research started only in 1999 with the discovery of MOF-5 [5] and HKUST-1 [6]. These two MOFs consist of Zn4O tetrahedra and Cu2 paddlewheel units, resp. as nodes, which are connected by aromatic polycarboxylates to form porous 3D structures. In MOF-5 1,4-benzenedicarboxylate (typically abbreviated to BDC2−) functions as a linker, for which the MOF subset of the CCDC database gives 2890 entries accounting for approx. 2.68% of all MOFs in this subset. For 1,3,5-benzenetricarboxylate (BTC3−), which is used for the construction of HKUST-1, 1737 entries (∼1.61%) are found. Obviously, these two linkers play an important role in the chemistry of MOFs and numerous examples have been published to modify these linkers by substitution or elongation to polyphenyl backbones [7].

Another interesting approach is the incorporation of fluorine atoms as substituents, as this might strongly affect the chemical properties of the resulting MOF – cp. the properties of polyethylene and Teflon – without changing the size of the resulting pores too much due to the similar radii of H and F atoms. With respect to 1,3,5-benzenetricarboxylate, it is surprising that only the synthesis of a monofluorinated variant was reported until recently [8], which was used by Fröba and co-workers to synthesize UHM-31 [9], which is isostructural to HKUST-1. We were able to establish synthesis protocols also for the di-(dF-BTC3–) and tri-/perfluorinated trimesate linkers (pF-BTC3–) [10]. With these linkers available, we were able to synthesize coordination polymers with protonated linkers and K+, Ba2+, Cu2+ [10], and Sr2+ [11] nodes. Very recently, we synthesized and characterized a first MOF based on Sc3+ and a completely deprotonated dF-BTC3– linker [12]. We named this compound UoC-4 (University of Cologne), although the opening windows to its pores were too small for any guest molecules to pass, so that no type I gas adsorption isotherm could be obtained. These investigations of isostructural compounds led to several important and very general conclusions. Firstly, the thermal and chemical stability of the coordination polymers decrease with increasing fluorination of the linker. Secondly, the affinity to guest molecules (here: solvent molecules) seems to increase with a higher degree of fluorination of the linker [10]. Finally, the fluorination of the linker leads to higher torsion angles between the phenyl and the carboxylate moieties of the BTC linkers [10, 11], i.e., with higher numbers of fluoro substituents the mean torsion angle increases significantly. This seems to be the reason why an isostructural variant of HKUST-1 with dF-BTC3– or pF-BTC3– ligands has not been synthesized up to now. In the following, we present a first MOF with the pF-BTC3– linker. It contains Sc3+ nodes like UoC-4 with the dF-BTC3– linker [12]. Both MOFs are similar, but not isostructural. The reasons for this will be given.

2 Experimental section

2.1 Synthesis (general)

K(H2 pF-BTC) was synthesized following the protocol described earlier [10], Sc(NO3)3·5H2O was used as purchased (ABCR, 99.9%). The general reaction scheme is given in the following equations:

Sc NO 3 3 5 H 2 O + K H 2 p F BTC H 2 O , Et 3 N   1 Sc p F BTC H 2 O 3 4 H 2 O + KNO 3 + 2 HNO 3

  1 [ Sc ( p F BTC ) ( H 2 O ) 3 ] 4 H 2 O Δ   3 [ Sc ( p F BTC ) ] + 7 H 2 O

2.2 Synthesis of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O

In a 10 mL rolled rim bottle 0.053 g (0.165 mmol) Sc(NO3)3·5H2O and 0.050 g (0.165 mmol) K(H2 pF-BTC) were dissolved in 6 mL deionized water. The bottle was closed with a perforated foil and placed in a desiccator. A second rolled rim bottle was filled with 5 mL deionized water and a third bottle with 0.3 mL triethylamine. Both were also closed with a perforated foil and placed next to the first rolled rim bottle. The desiccator was closed and after approx. 14 days the formation of single crystals of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O was observed. The crystals were separated by filtration. The yield was not determined. – Elemental analysis for C9H14F3O13Sc (432.16 g mol−1): Calcd. C 25.01, H 3.27; found C 25.21, H 3.29%. The purity was confirmed by X-ray powder diffraction (XRPD): Figure S1 (Supplementary Material available online).

2.3 Synthesis of [ Sc ( p F BTC ) ] 3

Approx. 14 mg (0.0314 mmol) [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O was heated in a Schlenk tube in an argon stream at T = 160 °C overnight. The purity of the resulting material was confirmed by XRPD (Figure 1). Attempts to synthesize larger amounts of pure [ Sc ( p F BTC ) ] 3 failed so that no further analytical investigations could be performed.

Figure 1: 
Rietveld refinement of the synchrotron diffraction pattern of 





[

Sc

(

p
F
−
BTC

)


]


∞
3




${}_{\infty }{}^{3}\left[\text{Sc}\left(pF-\text{BTC}\right)\right]$



 (beamline BL9, DELTA, Dortmund, Germany; λ = 0.815,697 Å; T = 295(2) K; glass capillary: ∅ = 0.3 mm). Experimental data points (black crosses), the calculated profile (red solid line), the background (green solid line), and the difference curve (blue curve below) are shown. Vertical magenta bars mark the positions of Bragg reflections of 





[

Sc

(

p
F
−
BTC

)


]


∞
3




${}_{\infty }{}^{3}\left[\text{Sc}\left(pF-\text{BTC}\right)\right]$



.
Figure 1:

Rietveld refinement of the synchrotron diffraction pattern of [ Sc ( p F BTC ) ] 3 (beamline BL9, DELTA, Dortmund, Germany; λ = 0.815,697 Å; T = 295(2) K; glass capillary: ∅ = 0.3 mm). Experimental data points (black crosses), the calculated profile (red solid line), the background (green solid line), and the difference curve (blue curve below) are shown. Vertical magenta bars mark the positions of Bragg reflections of [ Sc ( p F BTC ) ] 3 .

2.4 Elemental analysis

Elemental analyses of carbon and hydrogen was carried out with a HEKAtech GmbH EuroEA 3000 Analyzer. Approx. 2 mg of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O were filled into a tin cartridge under an argon atmosphere. Two measurements were carried out, from which a mean value was calculated.

2.5 X-ray powder diffraction (XRPD)

XRPD data was collected at room temperature on a Huber G670 powder diffractometer (germanium monochromator, Cu 1 radiation, image plate detector). Samples were sealed in capillaries (∅ = 0.3 mm) under inert conditions. Typical recording times were 30 min. Employing the WinXPow software suite [13], the recorded patterns were compared with patterns calculated from known structure data.

2.6 Single-crystal structure analysis

Single-crystal data of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O was collected with an STOE IPDS I diffractometer (Mo radiation, T = 293(2) K). Data collection and reduction were performed with the STOE program package [14]. The crystal structure was solved by Direct Methods using Sir-2004 [15]. Shelxl-2014 [16] was used for the refinement. Both programs are implemented in WinGX [17]. A numerical absorption correction was applied using X-Red and X-Shape [14, 18]. Hydrogen atoms were added using difference Fourier maps calculated with Shelxl-2014. Their positional parameters were refined without any restraints with U iso fixed to 0.050. For the illustration of the crystal structure Diamond 3.2 was used [19]. Table 1 summarizes selected structural data and refinement details of the X-ray single-crystal structure analysis of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O .

Table 1:

[ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O : selected structural data and some refinement details of the single crystal X-ray analysis at room temperature.

C9H14F3O13Sc
Crystal system triclinic
Space group; Z P 1 (no. 2); 2
M/g mol−1 432.16
a 8.1511(11)
b 10.8726(15)
c 11.534(2)
α/deg 64.59(2)
β/deg 73.24(2)
γ/deg 69.61(2)
V3 853.7(2)
D/g cm−3 1.68
Crystal size/mm3 0.1 × 0.1 × 0.1
μ/mm−1 0.5
range/deg 4.66–56.24
Measured reflections 10,279
Independent reflections 3809
R int 0.0293
Number of parameters; restraints 265; 8
R factors (I o > 2 σ(I o); all data)
R 1 0.0351; 0.0555
wR 2 0.0873; 0.0944
GooF 0.975
Δρmin; max/e Å−3 0.33; −0.36
Instrument STOE IPDS I
Radiation Mo
CCDC deposition numbera 2097533
  1. aCCDC 2097533 contains the supplementary crystallographic data for this paper. These data can be obtained free of charge from The Cambridge Crystallographic Data Centre via www.ccdc.cam.ac.uk/data_request/cif.

2.7 Synchrotron powder diffraction

Synchrotron powder diffraction data of [ Sc ( p F - BTC ) ] 3 was collected at beamline BL9 of the DELTA synchrotron radiation facility, Dortmund, Germany [20]. The measurement was performed in a glass capillary (sealed in an argon atmosphere, Ø = 0.3 mm) at room temperature with radiation of a wavelength of 0.815,697 Å using a PILATUS 100K detector (steps of 0.0103° in 2θ, 10 s integration time per data point, recording time: ∼60 min). The WinXPow software package [13] was used for raw data handling and visual inspection of the data. The final diffraction pattern and refinement were visualized with Gnuplot [21].

2.8 Structure solution (powder diffraction data)

The reflections of the synchrotron powder diffraction pattern were indexed with a F centered orthorhombic unit cell with a ≈ 12.93, b ≈ 31.1, c ≈ 12.3 Å, and V ≈ 4950 Å3 using ITO [22] within the WinXPow software system [13]. The resulting unit cell volume is in good agreement with that calculated from the sum of 16 formula units of anhydrous [Sc(pF-BTC)]. The reflection conditions led to Fddd as the most probable space group, which was confirmed by a Le Bail fit using Jana2006 [23]. With these assumptions Superflip [24] within Jana2006 led to a reasonable structure model, which was completed and refined in Rietveld fits.

2.9 Rietveld refinement

Rietveld refinements were carried out with GSAS [25, 26]. The unit cell obtained with Le Bail fits in Jana2006 [23] and the positional parameters obtained with Superflip [24] were used as a starting model for the refinement. To obtain a stable refinement the following soft constraints had to be introduced for the pF-BTC3– linker: Cphenyl–Cphenyl = 1.38(1) Å, Cphenyl–Ccarboxylate = 1.51(1) Å, Cphenyl–F = 1.34(1) Å, Ccarboxylate–O = 1.25(1) Å. Furthermore, all endocyclic C–C–C angles were fixed to 120(1)° and a planar group was defined for all carbon atoms of the linker. Finally, all carbon and fluorine atoms and all oxygen atoms were refined with one common U iso value. Finally 52 variables were refined: a, b, c, zero shift, scale, seven profile parameters (Pseudo-Voigt function including L ij parameters to account for the anisotropic peak broadening), 12 background parameters (Chebyshev function), 25 positional parameters, and three isotropic temperature factors. With these considerations a stable refinement leading to a smooth convergence was obtained. Selected details of the crystal structure, the measurement and the refinement are summarized in Table 2, the resulting Rietveld fit is given in Figure 1.

Table 2:

[ Sc ( p F BTC ) ] 3 : selected crystallographic data and some refinement details of the synchrotron powder diffraction measurement at room temperature.

C9F3O6Sc
Crystal system orthorhombic
Space group; Z Fddd (no. 70); 16
M/g mol−1 306.05
a 12.9340(4)
b 31.1435(5)
c 12.2907(4)
V3 4950.8(2)
R p 0.0205
wR p 0.0291
R Bragg 0.0836
χ 2 0.51
Data points 3735
No. of refined parameters 52
No. of reflections 460
No. of restraints 21
Background Chebyshev, 12 terms
Data range in 2θ/deg 4.0047–42.4611
Step size/deg 0.0103
Instrument BL9, DELTA (Dortmund, Germany)
Radiation; wavelength λ Synchrotron; 0.815697
CCDC deposition numbera 2097534
  1. aCCDC 2097534 contains the supplementary crystallographic data for this paper. These data can be obtained free of charge from The Cambridge Crystallographic Data Centre via www.ccdc.cam.ac.uk/data_request/cif.

2.10 Thermoanalytical investigation

DTA/TGA measurements were conducted with a NETZSCH STA 409 C instrument (Al2O3 crucible; argon stream: 50 mL min−1; heating rate: 15 K min−1; sample mass: 16.900 mg).

3 Results and discussion

[ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O was crystallized from an aqueous solution containing Sc(NO3)3·5H2O and K(H2 pF-BTC), the monopotassium salt of the linker. To deprotonate the linker and to accomplish the formation of crystals of the desired product, in a desiccator a container with the volatile base triethylamine was placed next to the reaction mixture. Using this procedure, single crystals of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O suitable for an X-ray structure analysis were obtained (Table 1). [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O crystallizes in the triclinic space group P 1 , all atoms occupy the general Wyckoff position 2i. Figure 2(a) shows an Ortep plot of the asymmetric unit of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O . It contains one Sc3+ cation, one pF-BTC3– linker, and seven water molecules. Three of them are coordinated to the Sc3+ cation, whereas four of them participate in a hydrogen bonding network as described later in the paper (Figure 3(a)). Sc3+ is surrounded by six oxygen atoms stemming from three water molecules and the carboxylate groups of three different linker anions. An almost ideal octahedron (Continuous Shape Measures: OC-6 = 0.222 [27]) is formed with Sc–O distances ranging from 2.061(2) to 2.126(2) Å and O–Sc–O angles from 84.55(8) to 94.96(8)°. Further interatomic distances and angles are given in Table 3. These ScO6 octahedra are connected by pF-BTC3– linkers to form double strands running along [100] (Figure 2(b)).

Figure 2: 
(a) Ortep plot (50% probability) of the asymmetric unit of 





[

Sc

(

p
F
−
BTC

)



(


H
2

O

)

3


]


∞
1

⋅


4
H

2

O



${}_{\infty }{}^{1}\left[\text{Sc}\left(pF-\text{BTC}\right){\left({\text{H}}_{2}\text{O}\right)}_{3}\right]\cdot {4\text{H}}_{2}\text{O}$



 with atomic numbering scheme; (b) double strands of ScO6 octahedra and pF-BTC3– linkers along [100]. Color code: Sc (white), F (green), O (red), C (dark gray), H (light gray).
Figure 2:

(a) Ortep plot (50% probability) of the asymmetric unit of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O with atomic numbering scheme; (b) double strands of ScO6 octahedra and pF-BTC3– linkers along [100]. Color code: Sc (white), F (green), O (red), C (dark gray), H (light gray).

Figure 3: 
(a) View of the crystal structure of 





[

Sc

(

p
F
−
BTC

)



(


H
2

O

)

3


]


∞
1

⋅


4
H

2

O



${}_{\infty }{}^{1}\left[\text{Sc}\left(pF-\text{BTC}\right){\left({\text{H}}_{2}\text{O}\right)}_{3}\right]\cdot {4\text{H}}_{2}\text{O}$



 along [100]. Hydrogen bonds are depicted as orange dashed lines; (b) Connectivity of the pF-BTC3– linker to neighboring Sc3+ cations. Color code as Figure 2.
Figure 3:

(a) View of the crystal structure of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O along [100]. Hydrogen bonds are depicted as orange dashed lines; (b) Connectivity of the pF-BTC3– linker to neighboring Sc3+ cations. Color code as Figure 2.

Table 3:

Selected interatomic distances (Å) and angles (°) of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O , [ Sc ( p F BTC ) ] 3 , and [ Sc ( d F BTC ) ] 3 [12].

[ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O [ Sc ( p F BTC ) ] 3 [ Sc ( d F BTC ) ] 3 [12]
Sc–O 2.061(2)

2.066(2)

2.085(1)

2.086(2)

2.116(2)

2.127(2)
2.013(4), 2×

2.064(6), 2×

2.102(4), 2×
2.045(2), 2×

2.061(2), 4×
O–Sc–O 84.54(7)–94.96(8) 87.7(3)–92.3(3) 88.01(9)–91.99(9)
CShM: OC-6 [24] 0.222 0.069 0.048
C–O 1.266(3)

1.270(3)

1.271(2)
1.25a 1.216(2)

1.224(3)
C=O 1.226(3)

1.232(3)

1.232(3)
O–C–O 124.3(2)

124.5(2)

123.9(2)
120.00(3)

124.1(4)
124.7(3)

122.9(4)
Tors 67.4

58.8

23.6
17.8

81.4

81.4
0.0

90.0

90.0
Tors(mean) 49.9 60.2 60.0
  1. aFixed with soft constraints.

Looking along these double strands (Figure 3(a)) one can see that the four crystal water molecules are connected through hydrogen bonds. Figure 3(b) shows the connectivity of the pF-BTC3– linker. Each carboxylate group of the linker is coordinated monodentately to its own Sc3+ cation. The C–O distances of these connecting groups (1.266(2)–1.271(2) Å) are significantly longer compared to the non-bonding C=O groups (1.226(2)–1.232(3) Å). Figure 3(b) also shows that the ring and its substituents are not coplanar as a result of the repulsion between the fluoro substituents and the oxygen atoms of the carboxylate groups which leads to enlarged torsion angles: ∠Tors = 67.4° (O1–C1–O2), ∠Tors = 58.8° (O3–C2–O4), ∠Tors = 23.6° (O5–C3–O6).

As [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O contains four only weakly bound water molecules, we investigated its thermal behavior by DTA/TGA measurements. The results are given in Figure 4. The DTA shows a broad endothermic signal between 100 and 200 °C. It is accompanied by a mass loss of approx. 28%. For the loss of all seven water molecules a mass loss of 29.2% is calculated. Thus, quite surprisingly, [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O releases all its water molecules in one single (broad) endothermic event. An almost flat plateau around 200 °C points to the opportunity to obtain anhydrous [ Sc ( p F BTC ) ] 3 by heating the hydrate to temperatures of ∼200 °C. At higher temperatures (>250 °C) an increasing mass loss points to a decomposition of the framework. In subsequent experiments, heating the hydrate at 160 °C in a Schlenk tube overnight using an open system with an Argon stream turned out to be the most convenient route to synthesize anhydrous [ Sc ( p F BTC ) ] 3 . However, reproducibility was always a challenge in these experiments.

Figure 4: 
DTA (black) and TGA (red) curves of 





[

Sc

(

p
F
−
BTC

)



(


H
2

O

)

3


]


∞
1

⋅


4
H

2

O



${}_{\infty }{}^{1}\left[\text{Sc}\left(pF-\text{BTC}\right){\left({\text{H}}_{2}\text{O}\right)}_{3}\right]\cdot {4\text{H}}_{2}\text{O}$



. Negative DTA values indicate an endothermic event.
Figure 4:

DTA (black) and TGA (red) curves of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O . Negative DTA values indicate an endothermic event.

The colorless powder obtained after dehydration of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O was investigated by XRPD. It turned out to be highly crystalline. Using high-resolution synchrotron powder diffraction techniques, a very well-resolved diffraction pattern was obtained (Figure 1). From this data the crystal structure of [ Sc ( p F BTC ) ] 3 was solved and refined (Table 2). It crystallizes in the orthorhombic space group Fddd with Z = 16. Sc3+ occupies the Wyckoff position 16 c (origin choice 2). It is surrounded by six oxygen atoms stemming from the carboxylate groups of six different linker anions. Thus, an almost ideal octahedron (Continuous Shape Measures: OC-6 = 0.069 [27]) is formed with Sc–O distances ranging from 2.013(4) to 2.102 (4) Å and O–Sc–O angles from 87.7(3) to 92.3(3)°. Three carboxylate groups bridge neighboring ScO6 octahedra so that chains are formed (Figure 5(a)). These chains are interconnected by the pF-BTC3– linkers to build up a 3D framework structure (Figure S2, Supplementary Material available online). Each trimesate linker is connected to six different Sc3+ actions (Figure 5(b)) so that the Niggli formula of UoC-6 has to be written as [ Sc ( p F BTC ) 6 / 6 ] 3 .

Figure 5: 







[

Sc


(

p
F
−
BTC

)


6
/
6



]


∞
3




${}_{\infty }{}^{3}\left[\text{Sc}{\left(pF-\text{BTC}\right)}_{6/6}\right]$



 (UoC-6): (a) connectivity of ScO6 octahedra via carboxylate groups of bridging pF-BTC3– ligands; (b) connectivity of a pF-BTC3- ligand to six different Sc3+ cations (with atomic numbering scheme). Color code as Figure 2.
Figure 5:

[ Sc ( p F BTC ) 6 / 6 ] 3 (UoC-6): (a) connectivity of ScO6 octahedra via carboxylate groups of bridging pF-BTC3– ligands; (b) connectivity of a pF-BTC3- ligand to six different Sc3+ cations (with atomic numbering scheme). Color code as Figure 2.

It is a remarkable feature that UoC-6 contains very small voids so that it can be classified as a MOF [4]. To the best of our knowledge, it is the very first MOF with a perfluorinated trimesate linker. In Figure 6 several views of the pores in UoC-6 are depicted.

Figure 6: 
Different views of the pores within UoC-6. The large sphere in the figure on the left emphasizes a potential void.
Figure 6:

Different views of the pores within UoC-6. The large sphere in the figure on the left emphasizes a potential void.

At a first glance UoC-6 seems to be a very promising material for gas storage, as the fluorine substituents point directly into its pores. However, a closer look reveals that the opening windows to these pores are too small for any gas molecule to get through. As we failed to produce larger amounts of single-phase material, no gas sorption isotherm of UoC-6 could be recorded. However, as UoC-6 is very similar – but not isostructural! – to the recently published UoC-4 with the difluorinated dF-BTC3– linker [12], for which gas sorption measurements revealed no permanent porosity, we conclude that UoC-6 has similar properties.

We have shown that fluoro substituents in α positions of aromatic carboxylate linkers significantly influence the crystal structures of the resulting coordination polymers and MOFs [10, 11]. This is due to the repulsion between the fluorine atoms and the carboxylate groups as well as a decreased aromaticity and thus a reduced rotational barrier leading to increased torsion angles between the phenyl ring and the carboxylate moiety [28], [29], [30], [31], [32]. In this respect, the only slight increase of the mean torsion angle in UoC-4 with the difluorinated dF-BTC3– linker (∠Tors(mean) = 60°) compared to ∠Tors(mean) = 60.2° in UoC-6 with the perfluorinated linker (cp. Table 3) is smaller than expected. The torsion angle in the hydrate [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O (∠Tors(mean) = 49.9°) is significantly smaller, but it is well-known that these effects are “system-specific” [33].

In Table 3 some relevant geometric data (interatomic distances and angles) of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O , [ Sc ( p F BTC ) ] 3 (UoC-6), and [ Sc ( d F BTC ) ] 3 (UoC-4) [12] are summarized and compared. They are in a very good agreement taking into account that the crystal structure of UoC-6 was refined from (synchrotron) powder diffraction data using some soft constraints for a stable convergence. It was already mentioned that the crystal structures of UoC-4 and UoC-6 are similar, but not isostructural. A close inspection shows that UoC-6 crystallizes as a distorted variant of the UoC-4 crystal structure. A simplified group-subgroup relation scheme is given in Scheme 1. UoC-4 crystallizes in the tetragonal space group I41/amd, which transforms to space group Fddd by a translationengleiche transition of index [2] (t2). A detailed analysis is not given here, as this will involve too many atoms, but already the lattice parameters a ortho and c ortho reveal a severe distortion in the orthorhombic structure, as for an ideal transition a ortho  = c ortho  =  2 ·a tet  = 12.6023 Å is calculated. It is remarkable that UoC-6 is a distortion variant of UoC-4, although it contains the pF-BTC3– linker with all possible positions being fully occupied by fluorine atoms, whereas in the dF-BTC3– linker forming UoC-4 two fluorine atoms are disordered over three positions: F1 (81.4%) and 2 × F2 (59.3%). However, for the carboxylate group between the two fluorine atoms with a lower occupancy (F2: 59.3%) the torsion angle is 0°. The respective torsion angle in UoC-6, where all positions are fully occupied with fluorine atoms, is 17.8° (cp. Table 3). We conclude that this increased torsion angle is the reason for the observed distortion in UoC-6. This is also obvious from different projections of the crystal structures of UoC-4 and UoC-6 given in Figure S3 (Supplementary Material available online). Thus, our proposal that fluoro substituents in aromatic carboxylate ligands significantly influence the crystal structures of the resulting coordination polymers and MOFs, is also supported by this new example.

Scheme 1: 
Simplified group-subgroup relation for UoC-4 (I41/amd) and UoC-6 (Fddd).
Scheme 1:

Simplified group-subgroup relation for UoC-4 (I41/amd) and UoC-6 (Fddd).

4 Conclusions

By dehydrating the new coordination polymer [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O ( P 1 , Z = 2) at elevated temperatures we obtained the new MOF 3 Sc p F BTC (Fddd, Z = 16), named UoC-6, which contains for the first time the tri-/perfluorinated trimesate linker pF-BTC3–. The crystal structure of UoC-6 contains, determined by a powder synchrotron radiation diffraction study, sizeable pores, but the windows to these pores are too small for any guest molecules to pass through.

UoC-6 can be understood as a distortion variant of the recently published UoC-4 (I41/amd, Z = 8) with the difluorinated dF-BTC3– linker [12]. The distortion can be rationalized considering the increase of the torsion angles between the carboxylate groups and the phenyl moiety with the increasing number of fluoro substituents. Thus, UoC-4 and UoC-6 are new examples of the structure directing influence of fluoro substituents in aromatic carboxylate ligands on the crystal structures of coordination polymers and MOFs.

5 Supporting information

An XRPD pattern of [ Sc ( p F BTC ) ( H 2 O ) 3 ] 1 4 H 2 O as well as additional views of the crystal structures of [ Sc ( p F BTC ) ] 3 (UoC-6) and [ Sc ( d F BTC ) ] 3 (UoC-4) are given as supplementary material available online (https://doi.org/10.1515/znb-2021-0142).


Dedicated to: Professor Richard Dronskowski of the RWTH Aachen on the occasion of his 60th birthday.



Corresponding author: Uwe Ruschewitz, Institut für Anorganische Chemie im Department für Chemie, Universität zu Köln, Greinstraße 6, D-50939 Cologne, Germany, E-mail:

Funding source: German Science Foundation http://dx.doi.org/10.13039/501100001659

Award Identifier / Grant number: RU 546/12-1

Acknowledgment

We thank Dr. Christian Sternemann (DELTA, Dortmund, Germany) for his help in recording synchrotron powder diffraction data and the DELTA facility for providing synchrotron radiation, Silke Kremer for elemental analysis, and Peter Kliesen for recording the DTA/TGA data.

  1. Author contributions: All the authors have accepted responsibility for the entire content of this submitted manuscript and approved submission.

  2. Research funding: This study was financially supported by the German Science Foundation (DFG; project: RU 546/12-1), http://dx.doi.org/10.13039/501100001659.

  3. Conflict of interest statement: The authors declare no conflicts of interest regarding this article.

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Supplementary Material

The online version of this article offers supplementary material (https://doi.org/10.1515/znb-2021-0142).


Received: 2021-09-17
Accepted: 2021-09-27
Published Online: 2021-10-11
Published in Print: 2021-11-25

© 2021 Walter de Gruyter GmbH, Berlin/Boston

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