Abstract
The thermotropic liquid crystalline behaviour of two N-alkylpyridinium tetrahalocuprates was investigated. The n-pentadecyl tetrachloro and tetrabromo derivatives (CU15-CL and CU15-BR, respectively) exhibit very similar behaviour on cooling, and specifically, a high temperature smectic phase followed by a cubic phase. We fully elucidated the Ia3¯d space group for the cubic phase from X-ray diffraction on single crystals. The type of cubic phase is still under discussion, but we suggest that it is a direct type of structure based on the known phase sequence of lower and higher homologues. A model for the local organization of CU15-CL and CU15-BR in the cubic and smectic mesophases is also proposed.
Notes
†The curvature argument is actually invoked to explain the local phase structure, with LC mean curvature values ranging from either positive or zero (‘normal’, ‘direct’ or Type I phases) to negative (‘inverse’, ‘reversed’ or Type II phases). In water–amphiphile systems, direct phases arise from the so-called oil-in-water situation. In solventless LC phases, interfaces are ideal surfaces separating polar regions from apolar ones. A more thorough discussion on direct and inverse phases, and a precise definition of interfacial curvature have been given by Seddon et al. [Citation9].
‡Triply periodic minimal surfaces (TPMS) are mathemathical models for bicontinuous cubic phases. A graphical representation of the simplest TPMS surfaces with cubic symmetry can be retrieved at the following URL: http://msri.org/publications/sgp/ SGP/main.html. Sadoe and Charvolin have given a crystallographic description of TPMS.
§In the crystalline phase of CU15-CL, the total density equals ρ tot=1.13 g cm−3, and the paraffinic volume fraction equals 0.67 with ρ para=0.9 g cm−3 and ρ polar=1.61 g cm−3. We make the following assumptions inside the mesophases: 0.7<ρ para (g cm−3)<0.8 (by comparing with the known molten n-alkanes density in the temperature range of our study [Citation24]); ρ polar (g cm−3)<1.61; 2*1.13/3=0.75<ρ tot (g cm−3)<1.13; ρ para<ρ polar.