G.-w. Ge et al. / Polyhedron 152 (2018) 55–60
57
for the powder samples. Elemental analysis for 1, H, 2.3%; N, 7.3%
(calculated as H, 2.2%; N, 7.5%), for 2, H, 2.2%; N, 7.1% (calculated
as H, 2.1%; N, 7.4%); for 3, H, 2.2%; N, 7.1% (calculated as H, 2.1%;
N, 7.3%); for 4, H, 2.1%; N, 7.0% (calculated as H, 2.1%; N, 7.3%).
3.2. Descriptions of crystal structures
All the four title compounds crystallize in the orthorhombic
system with Pnna space group. In comparison, most of other
known KTP-type structures crystallize in the space group of
Pna21, with the exception of NH4VPO4F [9c], which preclude the
possibility of nonlinear optics at room temperature like other
KTP-type materials. In fact, the space group of Pna21 was initially
considered in solving these structures, however, the structural
model cannot be refined properly in this acentric space group,
while it can only be well solved in the centric space group of
Pnna. It can be seen from Table 1 that the cell volume of 1 to 4
decreases from 997.49(15) to 905.83(19) Å3, which was
correlated with the reduced ionic radii of Mn2+, Fe2+, Co2+ and
Ni2+ ions and consistent with the Vegard’s law [13]. Similar obser-
vations have been obtained in the KTP-type metal fluorophos-
phates NH4MPO4F (M = Ga, V, Fe) [9], as shown in Fig. 2.
Compared to the metal phosphates or arsenates with KTP-typed
structures, the metal sulfates show slightly larger changes in cell
volumes.
Fig. 2. Plots of the unit-cell volume vs. ionic radius for the KTP-type compounds.
Since four compounds are isomorphous, compound 1 is chosen
as an example for structural description. As shown in Fig. 3, the
asymmetric unit of compound 1 consists of ten crystallographically
unique non-hydrogen atoms, including two Mn, two S, four O and
one F framework atoms, and one N atom from extra-framework
ammonium ion. Both Mn sites are six-coordinated by four O and
two F atoms in MnO4F2 octahedron geometry. However, the Mn1
adopt a cis-configuration with the F–Mn1ꢀF angles of 87.37°, while
the Mn2 is in a trans-configuration with the F–Mn2–F angles of
180°. The two Mn atoms are linked by an F bridge with the
Mn1–F–Mn2 angle of 122.52°. The Mn–O bond distances are in
the range of 2.145(4) to 2.211(4) Å, while the Mn–F lengths is
2.083(3) Å. Both sulfur atoms are in a tetrahedral coordination
geometry with the S–O lengths in the range of 1.465(4)–1.479(4) Å
and O–S–O angles in the range of 106.5(4)–111.1(2)°, which are
consistent with those of the other transition metal sulfates in
the literature [6]. The calculated bond valence sums [14] for the
metal sites in 1–4 are within the expected values, as listed in
the Table 2.
The 3-dimensional framework of compound 1 is constructed by
linkages of MnO4F2 octahedra and SO4 tetrahedra. As shown in
Fig. 4, the alternative connections of cis- and trans-MnO4F2
octahedra via F atoms form two identical sets of infinite zig-zag
Mn–F–Mn chains, running along the [011] and [01ꢀ1] directions,
respectively. The adjacent parallel chains within each set are linked
by S1O4 tetrahedra to form a pair of two-dimensional sheets with
3- and 6-membered rings along the a axis. The sheets are then
stacked alternatively along the c axis and further linked by S2O4
tetradedra to form a three-dimensional framework of 1 (Fig. 5).
Fig. 3. ORTEP drawing of the asymmetric unit of 1 with ellipsoids drawn at the 50%
probability.
of Fe(III) to Fe(II). The use of Fe(II) chloride also resulted in the for-
mation of the title compound NH4FeSO4F. The ion exchange of NHþ
4
have been carried out by mixing and boiling the title compound
with lithium salts (LiI, LiBr, LiCl) in the solvent of anhydrous
C2H5OH or CH3CN for several hours. However, the results showed
to be unsuccessful that almost no Li+ ions can penetrate into the
structures.
The PXRD patterns for all the products are identical. As exempli-
fied in Fig. 1 (see Fig. S2 for the PXRD patterns of 4 in Supplemen-
tary information), the PXRD peaks of 1 are consistent with those
calculated on the basis of the single-crystal structures, indicating
the pure phase of the as-synthesized samples. Slight differences
in reflection intensities between the calculated and experimental
patterns may be attributed to the variation in crystal orientation
Table 2
Average bond lengths (Å) of M–O and M–F, and bond valences (BV) for M2+ ions in 1–4.
1
2
3
4
Mn1–O
Mn1–F
2.1909
2.0833
Fe1–O
Fe1–F
2.1535
2.0444
Co1–O
Co1–F
2.1309
2.0043
Ni1–O
Ni1–F
2.1033
1.9673
BVMn1 = 2.06
BVFe1 = 1.98
BVCo1 = 1.98
BVNi1 = 1.98
Mn2–O
Mn2–F
2.1764
2.0833
Fe2–O
Fe2–F
2.1424
1.9974
Co2–O
Co2–F
2.1124
2.0013
Ni2–O
Ni2–F
2.0719
1.9714
BVMn2 = 2.12
BVFe2 = 2.12
BVCo2 = 2.05
BVNi2 = 2.08