Abstract
Transparent colorless crystals of KCs[N(CN)2]2 and NaRb2[N(CN)2]3 · H2O were obtained by blending aqueous solutions of Na[N(CN)2] and RbF or KF, respectively. After evaporation of the water, the remaining solid was extracted with absolute ethanol and the solvent was allowed to evaporate at r. t.. KCs[N(CN)2]2 crystallizes in the space group C2/c (no. 15) with the cell parameters a = 1382.7(2), b = 998.1(1) and c = 1455.4(2) pm, and β = 118.085(4) °. The structure of NaRb2[N(CN)2]3 · H2O is exhibiting the space group P63/m (no. 176) with the cell parameters a = 705.98(7) and c = 1462.89(12) pm. Single-crystalline α-K[N(CN)2] was obtained while attempting to synthesize ‘NaK2[N(CN)2]3’, corroborating the results of previous X-ray powder diffraction experiments. Vibrational spectra and DSC/TGA analyses complete our results.
1 Introduction
The structural chemistry of alkali dicyanamides M[N(CN)2] (from now on called ‘M[dca]’) was explored over the last one or two decades [1–5] and the structure of Li[dca] was determined by us just recently [6]. The only pseudoternary alkali [dca] compound reported previously was NaCs2[dca]3 [2]. Therefore, attempts to synthesize compounds with the general formula (A1)(A2)2[dca]3 (A1 = Na, K; A2 = Rb, Cs) seemed promising. We report here the single-crystal X-ray structure determinations of α-K[dca], KCs[dca]2 and NaRb2[dca]3 · H2O as well as their vibrational spectra and DSC/TG data.
2 Experimental section
2.1 Synthesis
All manipulations were performed under normal atmospheric conditions. All compounds were obtained by dissolving Na[dca] (Alfa Aesar, Ward Hill, MA, USA, 96 %) and the respective fluoride(s) (Aldrich, St. Louis, USA, 99 %) in 5 mL deionized water each, blending the solution and evaporating off the water at r. t. To the remaining solid 5 mL ethanol (Pharmco, Brookfield, CT, USA) was added and the mixture stirred for 5 min. The resulting solution was filtered and the solvent was allowed to evaporate from the filtrate at r. t.. To synthesize α-K[dca], KCs[dca]2 and NaRb2[dca]3 · H2O, 270 mg (3.0 mmol) Na[dca] and 120 mg (2.1 mmol) KF, 270 mg (3.0 mmol) Na[dca], 60 mg (1.0 mmol) KF and 300 mg (2.0 mmol) CsF, or 270 mg (3.0 mmol) Na[dca] and 210 mg (2.0 mmol) RbF were used, respectively.
2.2 Crystallographic studies
Samples of α-K[dca], KCs[dca]2 and NaRb2[dca]3 · H2O were immersed in polybutene oil (Aldrich, Mn ∼ 320, isobutylene > 90 %) for single-crystal selection under a polarization microscope. Crystals were mounted in a drop of polybutene sustained in a plastic loop, and placed onto the goniometer. A cold stream of nitrogen (T = 203(2) K) froze the polybutene oil, thus keeping the crystal stationary and protected from oxygen and moisture in the air. Intensity data were collected with a Bruker X8 Apex II diffractometer equipped with a 4 K CCD detector and graphite-monochromatized MoKα radiation (λ = 71.073 pm). The intensity data were manipulated with the program package [7] that came with the diffractometer. An empirical absorption correction was applied using sadabs [8]. The program Shelxs-97 [9, 10] found the positions of the respective alkali metal(s) with the help of Direct Methods. The positions of the carbon and nitrogen atoms and of carbon, nitrogen, oxygen and hydrogen atoms, respectively, were apparent from the positions of the highest electron density on the difference Fourier maps resulting from the first refinement cycles by full-matrix least-squares calculations on F2 in Shelxl-97 [11, 12]. Doing further refinement cycles with all atoms being refined unrestrained (except for the hydrogen atom in NaRb2[dca]3 · H2O) the refinement converged and resulted in stable models for the respective crystal structure. The site occupation factor (s.o.f.) for the hydrogen site in NaRb2[dca]3 · H2O was restrained to 2/3, because otherwise the refinement of the coordinates of the hydrogen atoms was not converging and the resulting moiety would be H3O. Additional crystallographic details are described in Table 1. Atomic coordinates and equivalent isotropic displacement coefficients are shown in Table 2. Table 3 displays selected interatomic distances and angles of the title compound.
Further details of the crystal structure investigation may be obtained from Fachinformationszentrum Karlsruhe, 76344 Eggenstein-Leopoldshafen, Germany (fax: (+49) 7247-808-666; e-mail: crysdata@fiz-karlsruhe.de, http://www.fiz-karlsruhe.de/request_for_deposited_data.html), on quoting the depository number CSD-428975 for α-K[dca], CSD-428976 for KCs[dca]2 and CSD-428977 for NaRb2[dca]3 · H2O.
α-K[dca] | KCs[dca]2 | NaRb2[dca]3 · H2O | |
---|---|---|---|
Mr | 105.15 | 304.11 | 273.40 |
Crystal color | transparent colorless | transparent colorless | transparent colorless |
Crystal shape | thin plate | thin plate | thin plate |
Crystal size, mm3 | 0.07 × 0.06 × 0.02 | 0.12 × 0.10 × 0.03 | 0.15 × 0.13 × 0.02 |
Crystal system | orthorhombic | monoclinic | hexagonal |
Space group (no.); Z | Pbcm (57); 4 | C2/c (15); 8 | P63/m (176); 3 |
Lattice parameters: | 835.86(8); 642.68(6); | 1382.7(2); 998.1(1); | 705.98(7); 705.98(7); |
a; b; c, pm | 713.09(6) | 1455.4(2) | 1462.9(1) |
Angles: α; β; γ, deg | 90; 90; 90 | 90; 118.085(4); 90 | 90; 90; 120 |
V, Å3 | 388.07(6) | 1772.0(4) | 631.43(10) |
Dcalcd, g cm–3 | 1.82 | 2.28 | 2.16 |
F(000), e– | 208 | 1120 | 388 |
m, mm–1 | 1.2 | 4.6 | 7.8 |
Diffractometer | Bruker X8 Apex II equipped with a 4 K CCD | ||
Radiation; l, pm; monochromator | MoKα; 71.073; graphite | ||
Scan mode; T, K | ϕ- and ω-scans; 200(2) | ||
Ranges, 2θmax, deg; h, k, l | 61.13; –9 → 11, –7 → 9, –10 → 10 | 46.24; –15 → 14, –10 → 9, –16 → 15 | 72.94; –11 → 7, –6 → 11, –23 → 20 |
Data correction | LP, Sadabs [8] | ||
Transmission: min./max. | 0.6591/0.7461 | 0.5663/0.7449 | 0.5050/0.747 |
Reflections: measured/unique | 2697/625 | 2498/945 | 4082/1039 |
Unique refl. Fo > 4 s (Fo) | 556 | 721 | 793 |
Rint/Rσ | 0.0164/0.0161 | 0.0433/0.0819 | 0.0242/0.0273 |
Refined Parameters | 36 | 109 | 35 |
R1a/wR2b/GoFc (all refl.) | 0.0224/0.0577/1.128 | 0.0519/0.0819/0.952 | 0.0433/0.0600/1.026 |
Factors x/y (weighting scheme)b | 0.031/0.05 | 0.0258/0 | 0.0243/0.21 |
Max. shift/esd, last refinement cycle | <0.00005 | <0.00005 | <0.00005 |
Δρfin (max; min), e– Å–3 | 0.22 (52 pm to N1); | 0.65 (58 pm to K); | 0.72 (65 pm to Rb); |
–0.23 (85 pm to C2) | –0.50 (160 pm to N3) | –0.75 (64 pm to Rb) | |
CSD number | 428 975 | 428 976 | 428 977 |
aR1 = ∑ ||Fo|–|Fc||/∑ |Fo|; b
Atom | Wyckoff site | x | y | z | Ueq (pm2)a | |
---|---|---|---|---|---|---|
α-K[dca] | ||||||
K | 4c | 0.68188(3) | 1/4 | 0 | 207(1) | |
C1 | 4d | 0.0652(2) | 0.1379(2) | 1/4 | 200(2) | |
C2 | 4d | 0.3191(1) | 0.2640(2) | 1/4 | 196(3) | |
N1 | 4d | 0.2209(1) | 0.1068(2) | 1/4 | 286(3) | |
N2 | 4d | 0.4197(1) | 0.3885(2) | 1/4 | 237(2) | |
N3 | 4d | 0.0724(1) | 0.6442(2) | 1/4 | 274(3) | |
KCs[dca]2 | ||||||
K | 8f | 0.0438(1) | 0.2550(2) | 0.1302(2) | 132(5) | |
Cs | 8f | 0.31094(5) | 0.43503(6) | 0.08553(6) | 291(3) | |
C1 | 8f | 0.4829(9) | 0.0961(11) | 0.3880(10) | 347(32) | |
C2 | 8f | 0.3242(8) | 0.1103(10) | 0.2366(10) | 305(29) | |
C3 | 8f | 0.3915(8) | 0.4068(10) | 0.3800(9) | 266(29) | |
C4 | 8f | 0.2502(8) | 0.3015(10) | 0.3864(8) | 223(25) | |
N1 | 8f | 0.3903(9) | 0.0392(9) | 0.3210(8) | 530(34) | |
N2 | 8f | 0.5627(7) | 0.1379(11) | 0.4562(8) | 455(29) | |
N3 | 8f | 0.2616(7) | 0.1591(9) | 0.1646(8) | 323(23) | |
N4 | 8f | 0.3506(6) | 0.3413(9) | 0.4336(7) | 276(22) | |
N5 | 8f | 0.4369(7) | 0.4658(9) | 0.3415(8) | 301(30) | |
N6 | 8f | 0.1602(7) | 0.2658(9) | 0.3559(7) | 375(27) | |
NaRb2[dca]3 · H2O | ||||||
Na | 2b | 0 | 0 | 0 | 205(3) | |
Rb | 4f | 1/3 | 2/3 | 0.04974(1) | 263(1) | |
C | 12i | 0.3333(3) | 0.1475(3) | 0.17189(9) | 236(3) | |
N1 | 6h | 0.3443(5) | 0.2427(4) | 1/4 | 423(6) | |
N2 | 12i | 0.3248(2) | 0.0846(2) | 0.09850(8) | 275(3) | |
O | 2c | 1/3 | 2/3 | 1/4 | 566(11) | |
Hb | 6h | 0.161(10) | 0.579(10) | 1/4 | 849c |
aUeq is defined as a third of the orthogonalized Uij tensors; bsite occupancy was restrained to 2/3; cthe isotropic displacement factor of the hydrogen atom was constrained to the equivalent displacement factor of oxygen as the last unconstrained atom as suggested in Ref. [11].
α-K[dca] | ||||||
K– | N3 (2×) | 280.34(9) | N1– | C1 | 131.6(2) | |
N2 (2×) | 296.22(9) | C2 | 130.2(2) | |||
N1 (2×) | 301.62(9) | C1– | N1 | 131.6(2) | ||
N2 (2×) | 304.90(9) | N3 | 115.1(2) | |||
C2– | N1 | 130.2(2) | ||||
N3 | 116.0(2) | |||||
∡(C1–N1–C2) | 120.4(11) | ∡(N1–C1–N3) | 173.3(13) | |||
∡(N1–C2–N2) | 172.7(12) | |||||
KCs[dca]2 | ||||||
K– | N2 | 287.2(11) | N1– | C1 | 131.8(15) | |
N6 | 290.1(9) | C2 | 133.8(15) | |||
N5 | 291.0(9) | C1– | N1 | 131.8(15) | ||
N6 | 292.3(9) | N2 | 116.0(15) | |||
N1 | 296.2(10) | C2– | N1 | 133.8(15) | ||
N3 | 297.0(9) | N3 | 110.9(14) | |||
N4 | 300.8(8) | |||||
Cs– | N2 | 312.6(9) | N4– | C3 | 133.1(15) | |
N5 | 314.5(8) | C4 | 128.8(12) | |||
N3 | 318.0(10) | C3– | N4 | 133.1(15) | ||
N5 | 330.1(10) | N5 | 117.8(15) | |||
N4 | 336.3(9) | C4– | N4 | 128.8(12) | ||
N6 | 338.6(9) | N6 | 116.3(11) | |||
N3 | 342.1(10) | |||||
N2 | 363.6(10) | |||||
∡(C1–N1–C2) | 117.1(12) | ∡(C3–N4–C4) | 119.2(9) | |||
∡(N1–C1–N2) | 171.6(14) | ∡(N4–C3–N5) | 173.6(11) | |||
∡(N1–C2–N3) | 172.8(12) | ∡(N4–C4–N6) | 171.4(11) | |||
NaRb2[dca]3 · H2O | ||||||
Rb– | O | 292.95(3) | N1– | C (2×) | 130.8(2) | |
N2 (3×) | 306.2(1) | C– | N2 (2×) | 115.2(2) | ||
N2 (3×) | 306.5(2) | O– | H (3×) | 106(6) | ||
Na– | N2 (6×) | 251.4(1) | ||||
∡(C–N1–C) | 121.8(2) | ∡(N1–C–N2) | 172.1(2) | |||
∡(H–O–H) | 120 |
2.3 Raman and IR spectroscopy
Powder samples of α-Na[dca] as well as crystals of α-K[dca], KCs[dca]2 and NaRb2[dca]3 · H2O were sealed into thin-walled glass capillaries. Raman spectroscopic investigations were performed on a microscope laser Raman spectrometer (Jobin Yvon, Unterhaching, Germany, 4 mW, equipped with a HeNe laser with an excitation line at λ = 632.817 nm, 50 × magnification, 8 × 240 s accumulation time).
The IR spectra of KCs[dca]2 and NaRb2[dca]3 · H2O were obtained with a Bruker AFS 66 FT-IR instrument (Karlsruhe, Germany) with the KBr pellet technique (2 mg product being ground together with 400 mg dried KBr). The IR spectrum showed some absorptions typical for CO2 in the region between 1300 and 1600 cm–1 (asymmetric stretching mode) since the measurements were performed in normal atmosphere.
The Raman spectra of α-Na[dca] and α-K[dca] as well as the combined IR and Raman spectra of KCs[dca]2 and NaRb2[dca]3 · H2O are displayed in Figs. 1–3, the exact frequencies and their assigned modes are shown in Table 4.
α-Na[dca] | α-K[dca] | KCs[dca]2 | NaRb2[dca]3 · H2O | NaCs2[dca]3 (Ref. [2]) | |
---|---|---|---|---|---|
δas(N–C≡N) | 517 | 507 | 518/512 | 512/513 | 516 |
γas(N–C≡N) | – | – | – | – | 526 |
γs(N–C≡N) | 545 | 547 | 547/543 | 543/538 | 543 |
δs(N–C≡N) | 670 | 670 | 675/661 | 661/916 | 666 |
νs(N–C) | 929 | 915 | 921/915 | 918/916 | 930/917 |
νas(N–C) | 1320 | 1325 | 1325 | 1342 | |
νas(C≡N) | 2173/2198 | 2138/2159 | 2154 | 2158 | 2167 |
νas(N–C) + νs(N–C) | 2223 | 2213 | 2209 | 2220 | 2228/2207 |
νs(C≡N) | – | 2265 | 2260 | 2260 | 2286/2267 |
δ(H–O–H) + νas(O–H) | – | – | – | 3412 | – |
Raman results are given as bold face numbers, all numbers are given in cm–1.
2.4 DSC/TG measurements
8.277 mg of KCs[dca]2 and 7.417 mg NaRb2[dca]3 · H2O were placed on DSC/TG pans made out of alumina. This setup was introduced into a Netzsch STA 449C instrument (Selb, Germany) under a constant stream of pure argon. After flushing the material at room temperature for ten minutes, each sample was heated with 2 K min–1 up to 700 °C (Figs. 4 and 5).
3 Results and discussion
3.1 Optical spectra
The frequencies obtained from the IR and Raman spectra of the title compounds compare well to the vibrational frequencies reported in the literature for NaCs[dca]3 [2] (Table 4) and confirm therefore the presence of the dicyanamide anion. The IR spectrum of NaRb2[dca]3 · H2O shows only very weak indications for the presence of water. These can not be reliably distinguished from the background. This might be due to the fact that NaRb2[dca]3 · H2O loses water already at comparably low temperatures (see DSC/TG measurements).
3.2 DSC/TG measurements
Slight mass fluctuations at the beginning of the measurements at low temperatures are probably due the hygroscopic nature of the dicyanamide compounds and adhering water incorporated from moisture out of the air. Below 200 °C, the DSC/TG measurements show only endothermic effects for both compounds; one at 157.9 °C for KCs[dca]2 and two at 98.0 °C and 185.2 °C for NaRb2[dca]3 · H2O. The endothermic effect with a mass loss of approximately 3.5 % at 98.0 °C for NaRb2[dca]3 · H2O can be explained by partial loss of water which is lower than the theoretically expected mass loss of 6.5 % for losing all the water. This might be due the partial loss of water that already occurs at r. t.
The other endothermic effect observed below 200 °C is due to the melting of the compounds. Melting of K[dca] and Rb[dca] was observed at 230 °C and 190 °C, respectively [4]. Additionally, for NaCs2[dca]3 [2], Na[dca] [3], K[dca] and Rb[dca] [4] a large and broad exothermic peak in the range between 300–400 °C was observed for each compound indicating the trimerization of the [dca] anion to the cyclic [C6N9]3– moiety. In the case of NaRb2[dca]3 · H2O, this trimerization peak is easily seen and identified at 311 °C probably indicating the formation of Rb3[C6N9] [4] which is reported to happen in the same temperature range. The trimerization can not reliably be confirmed by the data acquired for KCs[dca]2, since the exothermic peak found here in this temperature range is too small to allow such a conclusion.
Above 400 °C, the decomposition of KCs[dca]2 and NaRb2[dca]3 · H2O starts to occur. This kind of behavior was already observed for Na[dca] [3], K[dca] and Rb[dca] [4].
3.3 The crystal structure of α-K[dca]
The structure has already been described in detail, but a rough sketch is given here for comparison with KCs[dca]2. In α-K[dca], each potassium cation is surrounded by four [dca] anions and coordinated in a quadratic antiprismatic fashion (Fig. 6) with K–N distances between 280–305 pm. The crystal structure itself is – as reflected by the layered habit of the crystals – formed by alternating layers of [dca] and potassium ions (Fig. 7).
3.4 The crystal structure of KCs[dca]2
KCs[dca]2 resembles β-Rb2[dca]2 [3, 4] both in symmetry (C2/c, no. 15) and lattice parameters (KCs[dca]2: a = 1382.7(2), b = 998.1(1) and c = 1455.4(2) pm with β = 118.085(4) ° vs. β-Rb2[dca]2: a = 1381.56(7), b = 1000.02(1) and c = 1443.28(2) pm with β = 116.8963(6) °). β-Rb2[dca]2 contains two crystallographically independent rubidium atoms which are both coordinated by seven nitrogen atoms with distances in the range between 302–314 pm. These polyhedra form neither a channel nor a layer structure. In KCs[dca]2 the potassium cation is coordinated by seven nitrogen atoms with distances in the range 287–301 pm (Fig. 8) comparing well to distances found for α-K[dca]. These polyhedra pair up by edge-sharing forming a channel structure in which the eightfold coordinated cesium atoms are located with Cs–N distances between 312 and 363 pm (Fig. 9).
3.5 The crystal structure of NaRb2[dca]3 · H2O
The resemblance between NaRb2[N(CN)2]3 · H2O and the already known compound NaCs2[N(CN)2]3 [2] is striking. Both compounds adopt the same space group (P63/m, no. 176) and the cell parameters are very similar with a = 705.98(7) and c = 1462.89(12) pm for NaRb2[N(CN)2]3 · H2O and a = 705.1(1) and c = 1450.7(3) pm for NaCs2[N(CN)2]3, but the length of the c axis of NaRb2[N(CN)2]3 · H2O is significantly shorter than the c axis of NaCs2[N(CN)2]3 – despite the fact that the ionic radius of rubidium is smaller than that of cesium. This can be understood with a closer look at the coordination of the cations. In both compounds, Na+ is octahedrally coordinated by terminal nitrogen atoms of the [dca] anions (Figs. 10a and 10b) forming columns parallel to the crystallographic c axis. These columns are packed hexagonally forming channels hosting the respective heavy alkali metal cations (Fig. 11). In NaCs2[N(CN)2]3, the cesium atom is coordinated by seven terminal nitrogen atoms while the rubidium atom in NaRb2[N(CN)2]3 · H2O is coordinated sevenfold by six terminal nitrogen atoms and one oxygen atom of the water molecule (Figs. 12a and 12b). This explains the difference of the c axes of both compounds. The incorporated water molecule ‘expands’ the structure of NaRb2[N(CN)2]3 · H2O in the c direction compared to NaCs2[N(CN)2]3, while the a axes of both compounds are next to identical. Via the formation of hydrogen bonds to the nitrogen atoms of [dca] anions [d(H···N) = 218 pm] belonging to neighboring columns (Fig. 10b), this water molecule is responsible for the bonding and the packing of these columns (Fig. 13). The site occupation factor of the hydrogen atom was restrained to 2/3 because this occupation is in accordance with the correct stoichiometry for H2O.
4 Conclusion
The compounds KCs[dca]2 and NaRb2[N(CN)2]3 · H2O were synthesized, their crystal structures determined and the thermal properties explored. The Raman spectra of α-Na[dca] and α-K[dca] are reported for the first time, as well as the IR and Raman spectra of the two newly synthesized compounds. All the data acquired – thermal, vibrational or structural results – are similar to that of previously reported alkali metal dicyanamide compounds such as Na[dca] [2, 3], K[dca] [4], Rb[dca] [4], Cs[dca] [1] or NaCs2[N(CN)2]3 [2].
Acknowledgments
The authors thank Mr. Benjamin Bruha (Max-Planck-Institut für Festkörperforschung, Stuttgart) for recording the IR spectra.
References
[1] P. Starynowicz, Acta Crystallogr.1991, C47, 2198.Search in Google Scholar
[2] B. Jürgens, W. Milius, P. Morys, W. Schnick, Z. Anorg. Allg. Chem.1998, 624, 91.Search in Google Scholar
[3] B. Jürgens, E. Irran, J. Schneider, W. Schnick, Inorg. Chem.2000, 39, 665.Search in Google Scholar
[4] E. Irran, B. Jürgens, W. Schnick, Chem. Eur. J.2001, 7, 5372.Search in Google Scholar
[5] A. P. Purdy, E. Houser, C. F. George, Polyhedron1997, 16, 3671.10.1016/S0277-5387(97)00097-1Search in Google Scholar
[6] O. Reckeweg, F. J. DiSalvo, A. Schulz, B. Blaschkowski, S. Jagiella, Th. Schleid, Z. Anorg. Allg. Chem.2014, 640, 851.Search in Google Scholar
[7] Apex2 (version 1.22), Saint Plus, Xprep (version 6.14), Software for the CCD system, Bruker Analytical X-ray Instruments Inc., Madison, Wisconsin (USA), 2004.Search in Google Scholar
[8] G. M. Sheldrick, Sadabs, Program for Empirical Absorption Correction of Area Detector Data, University of Göttingen, Göttingen (Germany), 2003.Search in Google Scholar
[9] G. M. Sheldrick, Shelxs-97, Program for the Solution of Crystal Structures, University of Göttingen, Göttingen (Germany), 1997.Search in Google Scholar
[10] G. M. Sheldrick, Acta Crystallogr.1990, A46, 467.Search in Google Scholar
[11] G. M. Sheldrick, Shelxl-97, Program for the Refinement of Crystal Structures, University of Göttingen, Göttingen (Germany), 1997.Search in Google Scholar
[12] G. M. Sheldrick, Acta Crystallogr.2008, A64, 112.Search in Google Scholar
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