A recently proposed method to calculate the a parameter of the unit cell of layered double hydroxides from the fraction of trivalent cations is extended to Zn-and Co-based phases. It is shown to be useful as a sanity test for extant and future structure determinations and computer-simulation studies.Layered double hydroxide (LDH) phases are derived from layered single hydroxides [i.e. -M(OH) 2 phases] by the substitution of a fraction (x) of the divalent cations by trivalent cations. Synthetic preparations are studied widely because of their use in a wide range of applications (Cavani et al., 1991) and there are many natural LDH phases (Mills et al., 2012). The author has recently derived equations that enable calculation of x from the a parameter of the unit cell of LDH phases and vice versa, whichever is known with most confidence (Richardson, 2013). The version for phases that have just one type of trivalent cation is given in equation (1).In equation (1) Table 1 of Shannon (1976) and r(OH À ) was shown to have a value of 1.365 Å (Richardson, 2013).The first part of the right-hand side of equation (1) was shown to be equal to the a parameter of an M(OH) 2 -type phase, a M OH ð Þ 2, and so the a parameter for the layered double hydroxide (LDH), a LDH , can be expressed as in equation (2), which is essentially a statement of Vegard's Law, i.e. that in a solid solution series there is a linear relation between the lattice constant and composition (Vegard, 1921;West, 1984;Denton & Ashcroft, 1991).The M(OH) 2 -type phase was shown to be an form of divalent metal hydroxide (Feitknecht, 1938) rather than the -M(OH) 2 polymorph [it is not a M(OH) 2 polymorph because it has the composition M(OH) 2 ÁmH 2 O]. Values for the bond angle were determined for Ni-and Mg-based LDH phases by fitting equation (1) to extensive sets of a-x data compiled from the literature, which produced values of 97.83 and 97.41 for Ni-and Mg-based phases respectively. These values were shown to be independent of the type of trivalent cation and of the type of interlayer anion; i.e. the extent to which the metaloxygen octahedra are squashed is determined solely by the type of divalent cation. The determination of the values for means that equation (1) can be used as a sanity test for the results of extant and future computer-simulation studies and crystal structure determinations for Ni-and Mg-based preparations where x has any value (including x = 0) and that have seemingly any type of trivalent cation.