Phase transition and crystal structure of a new compound Sr_2FeWO_6

来源 :Science in China,Ser.A | 被引量 : 0次 | 上传用户:jianjiantao456
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A new compound Sr2FeWO6 has been synthesized by solid state sintering. The phase transition of this compound was investigated by means of differential scanning calorimetry (DSC), X-ray powder diffraction, precise measurement of lattice parameters and other methods. It has been discovered that the compound has a displacive phase transition of the first order at (360±5)°. The low temperature phase, α-Sr2FeWO6, belongs to tetragonal crystal system, with space group I4/m; its lattice parameters at room temperature are: a=b=0.55702 nm, and c=0.79094 ran, the measured density is Dm = 6.93 g/cm3, and each unit cell contains two formula weights. The high temperature phase, β-Sr2FeWO6, belongs to the cubic system, with space group Fm3m and the lattice parameter is a=0.7939nm at 400°; z=4. The calculated density is Dx =6.780 g/cm3. The crystal structures of α-Sr2FeWO6 and β-Sr2FeWO6 were also determined by means of the X-ray polycrystal diffraction method. The phase transition mechanism and the temperature A new compound Sr2FeWO6 has been synthesized by solid state sintering. The phase transition of this compound was investigated by means of differential scanning calorimetry (DSC), X-ray powder diffraction, precise measurement of lattice parameters and other methods. It has been discovered that the compound has a displacive phase transition of the first order at (360 ± 5) °. The low temperature phase, α-Sr2FeWO6, belongs to tetragonal crystal system, with space group I4 / m; = b = 0.55702 nm, and c = 0.79094 ran, the measured density is Dm = 6.93 g / cm3 and each unit cell contains two formula weights. The high temperature phase, β-Sr2FeWO6, belongs to the cubic system, with space group Fm3m and the lattice parameter is a = 0.7939 nm at 400 °; z = 4. The calculated density is Dx = 6.780 g / cm3. The crystal structures of α-Sr2FeWO6 and β-Sr2FeWO6 were also determined by means of the X- polycrystal diffraction method. The phase transition mechanism a nd the temperature
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