These include crystals of Bi2WO6, Bi4Ti3O12, Bi6Ti3WO18, Bi10Ti3W3O30 and some other newly synthesized pBi2WO6 · qBi4Ti3O12 compounds with p:q = 7:2, 5:1, 6:1, 9:1, and 15:1. All they have layered crystal structures in which Bi2O2 layers alternate with perovskite-like fragments of various thickness (one octahedron in Bi2WO6, two octahedra in Bi6Ti3WO18, three octahedra in Bi4Ti3O12, etc). At the same time in the structure of Bi10Ti3W3O30 and other numerous mixed-layered compounds there are ordered alternations of perovskite-like fragments of different thickness. The general questions of symmetry and its changes at ferroelectric phase transitions in such the crystals have been analyzed for the first time by present authors. It was found also that bismuth- containing layered crystals exhibit a high ionic conductivity caused by fast migration of oxygen anions.
Grown single crystals of Bi2WO6 are of very high perfection and seem to exhibit unusual behavior on heating - spontaneous deformation of their lattice rises with temperature until the crystals loss stability and undergo reconstructive phase transition but not ordinary ferroelectric one. These crystals are not divided into domains.
Symmetry elements and digital symbols of paraelectric phase | Space group of the paraelectric phase and its changes at ferroelectric phase transitions in dependence on symmetry of digital symbols | Examples of structure types and compounds |
mh + i (symbols are symmetric about digits and intervals) |
                      B2cb   (symmetry about odd                                               digits)   I4/mmm                       A21am   (symmetry about even                                               digits) |
11 (Bi2WO6); 33 (Bi4Ti3012); 122122, etc. 22 (Bi3TiNbO9); 44; 211211, etc. |
Mh (symbols are symmetric about digits only) |
                      P2an   (symmetry about odd                                               digits)   P4/mmm     P21am   (symmetry about even                                               digits)                       I2cm*  (symmetry about both                                     odd and even digits) |
13 (Bi6Ti3WO18); 15; 123132, etc. 24; 26; 211411; etc. 12 (Bi5Nb3O15); 23; 1222; etc. |
i (symbols are symmetric about intervals) |
  P4/nmm       P21ab       (in all the cases) |
1221; 132231; etc. |
None (symbols are not symmetric) |
                      Aa         (symbols of the                                     {pqr...}2 - types)   P4mm           Pa         (the sum of digits                                         is even)                       Ia*         (the sum of digits                                         is odd) |
123123 = {123}2; etc. 1234; etc. 1235; etc. |