“…The parameter changes which take place below the second transition are (i) a contraction in the c-axial direction, (ii) contraction or expansion along either a or b, and (iii) a slight change from 90 ° of the inter-axial angle between a and c. Actually, however, since two of the axes are equal, within the experimental accuracy (Rhodes, 1949) the true symmetry is orthorhombic, i.e. the lattice should be referred to the axes which form the diagonals of the monoclinic (010) face with an inter-axial angle of 90 ° (Megaw, 1946). (Note that the angle fl= 90 °, referred to in the origq_nal communication (Rhodes, 1949), indicates this angle between the orthorhombic a and c axes.)…”