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1.
The Perthioborates RbBS3, TIBS3, and Tl3B3S10 . RbBS3 (P21/c, a=7.082(2) Å, b=11.863(4) Å, c=5.794(2) Å, β=106.54(2)°) was prepared as colourless, plate-shaped crystals by reaction of stoichiometric amounts of rubidium sulfide, boron, and sulfur at 600°C and subsequent annealing. TlBS3 (P21/c, a=6.874(3) Å, b=11.739(3) Å, c=5.775(2) Å, β=113.08(2)°) which is isotypic with RbBS3 was synthesized from a sample of the composition Tl2S · 2 B2S3. The glassy product which was obtained after 7 h at 850°C was annealed in a two zone furnace for 400 h at 400→350°C. Yellow crystals of TlBS3 formed at the warmer side of the furnace. Tl3B3S10 (P1 , a=6.828(2) Å, b=7.713(2) Å, c=13.769(5) Å, α=104.32(2)°, β=94.03(3)°, γ=94.69(2)°) was prepared as yellow plates from stoichiometric amounts of thallium sulfide, boron, and sulfur at 850°C and subsequent annealing. All compounds contain tetrahedrally coordinated boron. The crystal structures consist of polymeric anion chains. In the case of RbBS3 and TlBS3 nonplanar five-membered B2S3 rings are spirocyclically connected via the boron atoms. To obtain the anionic structure of Tl3B3S10 every third B2S3 ring of the polymeric chains of MBS3 is to be substituted by a six-membered B(S2)2B ring.  相似文献   

2.
The structure of CsPd2F5 has been confirmed from neutron diffraction data on powdered sample. CsPd2F5 crystallizes in the orthorhombic Imma space group. At 100 K, the unit-cell constants are a = 6.473(2) Å, b = 7.853(5) Å, c = 10.718(3) Å and the calculation carried out using the Rietveld method leads to R1 = 0.020. The network is formed of PdF6 octahedra chains containing half of Pd in high-spin configuration, connected one to each other by square planes containing the other half of Pd in low-spin configuration. CsPd2F5 orders antiferromagnetically below TN = 38 K. In the ordered state a weak ferromagnetic component occurs (σ0 = 0.098 μB at 2 K). The magnetic structure determined at 4 K is consistent with the magnetization data and can be described in the Im′m′a′ magnetic group without any doubling of the unit-cell parameters. Within the chains, Pd2+ are coupled antiparallel. The magnetic moments are located in the (x0z) plane, the angle between the moments and the z axis being 18°.  相似文献   

3.
The crystal structures of the room and the high temperature modifications of cesium trifluoromethyl sulfonate were solved from high resolution X‐ray powder diffraction data. At room temperature, α‐CsSO3CF3 crystallizes in the monoclinic space group P21 with lattice parameters a = 9.7406(2) Å, b = 6.1640(1) Å, c = 5.4798(1) Å, and β = 104.998(1)°; Z = 2. At temperatures above T = 380 K, a second order phase transformation towards a disordered C‐centered orthorhombic phase in space group Cmcm occurs with lattice parameters at T = 492 K of a = 5.5074(3) Å, b = 19.4346(14) Å, and c = 6.2978(4) Å; Z = 4. Within the crystal structures, the triflate anions are arranged in double layers with the apolar CF3‐groups pointing towards each other. The cesium ions are located between the SO3‐groups. CsSO3CF3 shows a specific ion conductivity ranging from σ = 1.06·10?8 Scm?1 at T = 393 K to σ = 5.18·10?4 Scm?1 at T = 519 K.  相似文献   

4.
CsVI3 (a = 8.124(1) c = 6.774(1)Å,Z = 2, P63/mmc at 293 K) adopts the BaNiO3 structure. Three-dimensional magnetic ordering takes place atTc = 32(1)K. At 1.2 K the magnetic moment is 1.64(5) μB and it forms a 120° spin structure in the basal plane. RbVI3 (a = 13.863(2) c = 6.807(1) Å,Z = 6, P63cmor Pc1 at 293 K) and RbTiI3 (a = 14.024(3) Å,c = 6.796(2) Å,Z = 6, P63cm orPc1 at 293 K) adopt a distorted BaNiO3 structure, probably isostructural with KNiCl3.Tc of RbVI3 is 25(1) K. At 1.2 K, RbVI3 has a spin structure similar to the one of CsVI3 with a magnetic moment of 1.44(6) μB. RbTiI3 shows no magnetic ordering at 4.2 K. It is shown that a deviation from the 120° structure is expected for compounds with a distorted BaNiO3 structure such as RbVI3. The cell dimensions of CsTiI3 are reported.  相似文献   

5.
Neutron Powder Diffraction Measurements on [Zn(ND3)4]I2 at 1.5 K, 10 K, and 293 K: Hydrogen Bonds and Dynamic of ND3 Molecules Microcrystalline powder of [Zn(ND3)4]I2 can be prepared by the reaction of gaseous NH3 with dry ZnI2 at room temperature within 8 h. Neutron powder diffraction measurements at 1.5 K, 10 K and 293 K were used to localize all hydrogen atoms. Isolated [Zn(ND3)4]2+ tetrahedra are three dimensionally linked with 2- and 3-centre (bent and bifurcated) N? D …? I?-hydrogen bonds. Ammonia molecules are ordered at 1.5 K. Room temperature high thermal displacement parameters for D hint to the fact that NH3-dynamics take place. Lattice parameters 300 K [10 K; 1,5 K]: a = 10.3783(8) Å [10.3407(4) Å; 10.3381(5)], b = 7.5239(6) Å [7.3960(2) Å; 7.3935(4) Å], c = 13.088(1) Å [12.9731(4) Å; 12.9695(6) Å], space group: Pnma.  相似文献   

6.
X-Ray Single Crystal and Electron Microscopic Investigations on a New Uranium Niobate: γ-UNbO5 Black cuboid formed crystals of γ-UNbO5 were obtained (at T1) by chemical transport in a temperature gradient (T2 → T1; 1000 °C → 980 °C) using UNb2O7 as starting material (at T2) and a combination of NbCl5 and Cl2 as transport agent. They were examined by X-rays and electron microscopy. The new modification of γ-UNbO5 crystallizes orthorhombically (space group Pmma) with a = 7.492(3) Å, b = 4.124(4) Å and c = 6.434(4) Å. The compound is isostructural to UVO5 and UMoO5. The crystal structure shows parallel layers formed by edge sharing UO7 and NbO6 polyhedra. Polyhedra of neighbouring layers (distance = b) are mutually corner linked.  相似文献   

7.
β-RbCrI3 (a = 13.772(3), b = 8.000(2), c = 7.069(2) Å β = 95.85(1)°, Z = 4, C2m at 293 K) and γ-RbCrI3 (a = 13.586(2), b = 7.923(2), c = 14.094(3) Å, β = 96.88(1)°, Z = 8, C2 at 1.2 K) are isostructural to β-RbCrCl3 and γ-RbCrCl3 and are both Jahn-Teller distorted BaNiO3 structures. In both compounds elongated octahedra occur. γ-RbCrI3 most probably has a magnetic spiral structure at 4.2 and 1.2 K. Theoretically, a spiral propagating along the b axis is expected. A model with k = 9/19b1 yielded the best result. However, no good fit was obtained possibly because of a misfit in k and canting of the magnetic moments due to anisotropy. χ vs T single-crystal measurements on β-CsCrI3 are in accordance with its magnetic structure. The three-dimensional magnetic ordering temperature Tc is estimated as 27(1) K. From the χ vs T curves of γ-RbCrI3, Tc could not be determined. From fits to χ vs T powder data Jk of CsCrI3 and RbCrI3 are estimated to be ?14(2) and ?11(1) K, respectively.  相似文献   

8.
An organic–inorganic hybrid compound [(CH3)2NH2]2ZnBr4 has been prepared at room temperature under the slow evaporation method. Its structure was solved at 150 K using the single-crystal X-ray diffraction method. [(CH3)2NH2]2ZnBr4 crystallizes in the monoclinic system – a = 8.5512 (12) Å, b = 11.825 (2) Å, c = 13.499 (2) Å, β = 90.358 (6)°, V = 1365 (4) Å3, and Z = 4, space group P21/n. In the structure of [(CH3)2NH2]2ZnBr4, tetrabromozincate anions are connected to organic cations through N–H⋯ Br hydrogen bonds. Differential scanning calorimetry (DSC) measurements indicate that [(CH3)2NH2]2ZnBr4 undergoes four phase transitions at T1 = 281 K, T2 = 340 K, T3 = 377 K, and T4 = 408 K. Meanwhile, several studies including DSC measurements and variable-temperature structural analyses were performed to reveal the structural phase transition at T = 281 K in [(CH3)2NH2]2ZnBr4. Conductivity and dielectric study as a function of temperature (378 < T [K] < 423) and frequency (10−1 < f [Hz] < 106) were investigated. Analysis of equivalent circuit, alternating current conductivity, and dielectric studies confirmed the phase transition at T4. Conduction takes place by correlated barrier hopping in each phase.  相似文献   

9.
The nuclear and magnetic structures of the ferrimagnetic (Tc = 4 K) weberite Na2NiCrF7 were solved by neutron powder diffraction experiments at T>4 K, 2.13 and 1.5 K respectively. The cell is orthorhombic (Space group Imma, a = 7.183(1) Å, b = 10.224(1) Å, c = 7.414(1) Å, Z = 4). The nuclear and the magnetic cells are identical. An anomaly in the thermal variation of the intensity of some magnetic reflections at 2 K is due to the disparity between the thermal variation of the magnetization of the two sublattices of Ni2+ and Cr3+. The former is already close to its maximum value at 2 K (μNi2+ = 1.65(2) μB at 2.13 K and 1.75(2) μB at 1.5 K) whereas the latter continues to increase below this temperature (μ cr3+ = 1.84(5) μB at 2.13 K and 2.22(6) μB at 1.5 K.)  相似文献   

10.
Diammine cobalt(II) chloride, Co(N(H, D)3)2Cl2 was prepared by decomposition of the corresponding hexaammines at 120 °C in dynamical vacuum. Crystal structures and magnetic properties of these materials were characterised by X‐ray and neutron powder diffraction, and heat capacity measurements. At ambient temperatures Co(N(H, D)3)2Cl2 crystallises in the Cd(NH3)2Cl2 type structure: space group Cmmm, Z = 2, a = 8.0512(2) Å, b = 8.0525(2) Å, c = 3.73318(9) Å (X‐ray data of the H compound). This structure consists of chains of edge‐sharing octahedra [CoCl4/2(NH3)2] running along the c‐axis. Neutron diffraction confirms that that the ND3 groups are rotationally disordered at ambient temperatures. At 1.5 K and 20 K neutron diffraction data reveal rotational ordering of the ND3 groups leading to doubling of the c‐axis and to Ibmm symmetry: a = 7.9999(6) Å, b = 7.9911(5) Å, c = 7.4033(3) Å (Z = 4, values for T = 1.5 K). Furthermore, antiferromagnetic ordering is present at these temperatures. It is caused by a ferromagnetic coupling of the magnetic moments at Co2+ (3.60(5) μB at 1.5 K, 3.22(5) μB at 20 K) along the octahedra chains [CoCl4/2(NH3)2] and antiferromagnetic coupling between neighbouring chains. According to heat capacity measurements the phase transition antiferromagnetic‐paramagnetic takes place at TN = 26 K.  相似文献   

11.
The η2‐thio‐indium complexes [In(η2‐thio)3] (thio = S2CNC5H10, 2 ; SNC4H4, (pyridine‐2‐thionate, pyS, 3 ) and [In(η2‐pyS)22‐acac)], 4 , (acac: acetylacetonate) are prepared by reacting the tris(η2‐acac)indium complex [In(η2‐acac)3], 1 with HS2CNC5H10, pySH, and pySH with ratios of 1:3, 1:3, and 1:2 in dichloromethane at room temperature, respectively. All of these complexes are identified by spectroscopic methods and complexes 2 and 3 are determined by single‐crystal X‐ray diffraction. Crystal data for 2 : space group, C2/c with a = 13.5489(8) Å, b = 12.1821(7) Å, c = 16.0893(10) Å, β = 101.654(1)°, V = 2600.9(3) Å3, and Z = 4. The structure was refined to R = 0.033 and Rw = 0.086; Crystal data for 3 : space group, P21 with a = 8.8064 (6) Å, b = 11.7047 (8) Å, c = 9.4046 (7) Å, β = 114.78 (1)°, V = 880.13(11) Å3, and Z = 2. The structure was refined to R = 0.030 and Rw = 0.061. The geometry around the metal atom of the two complexes is a trigonal prismatic coordination. The piperidinyldithiocarbamate and pyridine‐2‐thionate ligands, respectively, coordinate to the indium metal center through the two sulfur atoms and one sulfur and one nitrogen atoms, respectively. The short C‐N bond length in the range of 1.322(4)–1.381(6) Å in 2 and C‐S bond length in the range of 1.715(2)–1.753(6) Å in 2 and 3 , respectively, indicate considerable partial double bond character.  相似文献   

12.
(CH3NH3)4YbCl7 has been synthesized from a solution of CH3NH3Cl and YbCl3 in a mixture of ethnole/acetonitrile. The structure was solved from 1464 single crystal data by Patterson methods and refined to a final Rw = 0.035 space group P2, a = 9.972(6) Å, b = 7.605(5) Å, c = 12.866(6) Å, β = 90.53(4)°. The structure consists of alternating [YbCl6]3? octahedra and of tetrahedrally arranged [(CH3NH3)4Cl]3+ units. Raman spectra display a splitting of frequencies related to the CH3NH3+ group in agreement with the structure determination. The magnetic susceptibility shows a remarkable deviation from a Curie-Weiss law below 170 K which may be explained by crystal field effects of Yb3+.  相似文献   

13.
Two coordination polymers {[Cd(phen)](C6H8O4)3/3} ( 1 ) and {[Cd(phen)](C7H10O4)3/3} · 2H2O ( 2 ) were structurally characterized by single crystal X‐ray diffraction methods. In 1 (C2/c (no. 15), a = 16.169(2)Å, b = 15.485(2)Å, c = 14.044(2)Å, β = 112.701(8)°, U = 3243.9(7)Å3, Z = 8), the Cd atoms are coordinated by two N atoms of one phen ligand and five O atoms of three adipato ligands to form mono‐capped trigonal prisms with d(Cd‐O) = 2.271‐2.583Å and d(Cd‐N) = 2.309, 2.390Å. The [Cd(phen)] moieties are bridged by adipato ligands to generate {[Cd(phen)](C6H8O4)3/3} chains, which, via interchain π—π stacking interactions, are assembled into layers. Complex 2 (P1¯(no. 2), a = 9.986(1)Å, b = 10.230(3)Å, c = 11.243(1)Å, α = 66.06(1)°, β = 87.20(1)°, γ = 66.71(1)°, U = 955.7(2)Å3, Z = 2) consists of {[Cd(phen)](C7H10O4)3/3} chains and hydrogen bonded H2O molecules. The Cd atoms are pentagonal bipyramidally coordinated by two N atoms of one phen ligand and five O atoms of three pimelato ligands with d(Cd‐O) = 2.213—2.721Å and d(Cd‐N) = 2.329, 2.372Å. Through interchain π—π stacking interactions, the {[Cd(phen)](C7H10O4)3/3} chains resulting from [Cd(phen)] moieties bridged by pimelato ligands are assembled in to layers, between which the hydrogen bonded H2O molecules are sandwiched.  相似文献   

14.
Reaction of powdered Zr with ZrCl4, BaCl2 and Be in suitable proportions in a Ta container at 800°C produces the title compound. Suitable monocrystals for X-ray diffraction were obtained from reactions to which a comparable amount of Hg2Cl2 had been added. The structure of Ba3Zr6Cl18Be is a superstructure of the K2ZrCl6 · Zr6Cl18H type (R3 c, Z = 6; a = 9.6852 (9) Å, c = 52.52 (1) Å; R, Rw = 2.7, 3.2% for 826 independent reflections, 2θ ≤ 50°). Trigonally compressed [Zr6(Be)Cl12i]Cl6a clusters are interconnected by six-coordinate barium atoms that lie in Cla antiprisms (a twisted version of the ZrIV site) while (9 + 3)-coordinate barium substitutes for potassium within chlorine layers. Distortions associated with the size and field of barium are responsible for the superstructure and for differences from other analogues.  相似文献   

15.
Zintl‐Compounds with Gold and Germanium: M3AuGe4 with M = K, Rb, Cs Black, brittle single crystals of M3AuGe4 with M = K, Rb, Cs were synthesized by reactions of alkali metal azides (MN3) with gold sponge and germanium powder at T = 1120 K. The structures of the compounds (space group Pmmn, Z = 2, K3AuGe4: a = 6.655(1)Å, b = 11.911(2)Å, c = 6.081(1)Å; Rb3AuGe4: a = 6.894(1)Å, b = 12.421(1)Å, c = 6.107(1)Å; Cs3AuGe4: a = 7.179(1)Å, b = 12.993(2)Å, c = 6.112(2)Å) were determined from X‐ray single‐crystal diffractometry data. The semiconducting compounds contain equation/tex2gif-stack-2.gif[AuGe4]‐chains with P4‐analogous Ge4‐tetrahedra which are connected by μ2‐bridging gold atoms in a distorted tetrahedral Ge‐coordination.  相似文献   

16.
X-Ray Structure of [{LiOC6H2-2,4,6-(CH3)3}4(THF)3] The title compound crystallized from a THF/OEt2 solution. Its crystal structure (monoclinic, P21/c, a = 21.362(3), b = 13.441(2), c = 17.188(2) Å, β = 98.39(1)°, Z = 4, R = 0,0911, wR2 = 0,2562) is built up by cuban-like tetrameric units. Three of the four Li cations attain a coordination number of four by binding to an additional THF molecule. Li(4) without THF coordination has a short distance to one ortho-methyl group (Li(4)…C(27) 2.669(10) Å). The Li–Oph bonding distances vary from 1.869(10) to 2.051(10) Å (average 1.97 Å); the average bonding distance for Li–OTHF is 2.012(10) Å. Averaged bonding angles for Li–Oph–Li′ and Oph–Li–O′ph amount to 84.4(4)° and 95.4(4)°, respectively. The Li…Li distances significantly differ from each other. They range from 2.556(12) to 2.739(11) Å (average 2.65(1) Å).  相似文献   

17.
We correct the crystal structure of MnF3, of which the space group was reported as monoclinic C2/c (no. 15) with a = 8.9202, b = 5.0472, c = 13.4748 Å, β = 92.64°, V = 606.02 ų, Z = 12, mS48, T not given, likely 298 K. In the structure model proposed here, we use a unit cell of one third of the former volume. The ruby red crystals of MnF3 were synthesized by a high-pressure/high-temperature method, where MnF4 was used as a starting material. As determined on a single crystal, MnF3 crystallizes in the monoclinic space group I2/a (no. 15) with a = 5.4964(11), b = 5.0084(10), c = 7.2411(14) Å, β = 93.00(3)°, V = 199.06(7) Å3, Z = 4, mS16, T = 183(2) K. The crystal structure of MnF3 is related by a direct group-subgroup transition to the VF3 structure-type. We performed quantum chemical calculations on the crystal structure to allow the assignment of bands of the obtained vibrational spectra.  相似文献   

18.
Notice on the Magnetic Behaviour of Li3CrO4 Li3CrO4, a smaragd green powder, is due to powder photographs (Guinier-Simon-technique) isotypic with orthorhombic HT? Li3PO4, a = 6.309, b = 10.851, c = 4.952 Å, Z = 4. Between 298 and 10K the Curie-Weiss-Law is obeyed with μ=1.60 B.M. and Θ=+10 K. Below 5 K ferromagnetism is observed. ESR measurements at 4.2 K and more pronounced at 1.8 K show anisotropy of the ligand field.  相似文献   

19.
20.
The perseleno‐selenoborates Rb2B2Se7 and Cs3B3Se10 were prepared from the metal selenides, amorphous boron and selenium, the thallium perseleno‐selenoborates Tl2B2Se7 and Tl3B3Se10 directly from the elements in evacuated carbon coated silica tubes by solid state reactions at temperatures between 920 K and 950 K. All structures were refined from single crystal X‐ray diffraction data. The isotypic perseleno‐selenoborates Rb2B2Se7 and Tl2B2Se7 crystallize in the monoclinic space group I 2/a (No. 15) with lattice parameters a = 12.414(3) Å, b = 7.314(2) Å, c = 14.092(3) Å, β = 107.30(3)°, and Z = 4 for Rb2B2Se7 and a = 11.878(2) Å, b = 7.091(2) Å, c = 13.998(3) Å, β = 108.37(3)° with Z = 4 for Tl2B2Se7. The isotypic perseleno‐selenoborates Cs3B3Se10 and Tl3B3Se10 crystallize in the triclinic space group P1 (Cs3B3Se10: a = 7.583(2) Å, b = 8.464(2) Å, c = 15.276(3) Å, α = 107.03(3)°, β = 89.29(3)°, γ = 101.19(3)°, Z = 2, (non‐conventional setting); Tl3B3Se10: a = 7.099(2) Å, b = 8.072(2) Å, c = 14.545(3) Å, α = 105.24(3)°, β = 95.82(3)°, γ = 92.79(3)°, and Z = 2). All crystal structures contain polymeric anionic chains of composition ([B2Se7]2–)n or ([B3Se10]3–)n formed by spirocyclically fused non‐planar five‐membered B2Se3 rings and six‐membered B2Se4 rings in a molar ratio of 1 : 1 or 2 : 1, respectively. All boron atoms have tetrahedral coordination with corner‐sharing BSe4 tetrahedra additionally connected via Se–Se bridges. The cations are situated between three polymeric anionic chains leading to a nine‐fold coordination of the rubidium and thallium cations by selenium in M2B2Se7 (M = Rb, Tl). Coordination numbers of Cs+ (Tl+) in Cs3B3Se10 (Tl3B3Se10) are 12(11) and 11(9).  相似文献   

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