Department of Physical, Chemical and Natural Systems, Pablo de Olavide University, 41013 Sevilla, Spain.
Institut für Theoretische Physik, Technische Universität Berlin, Hardenbergstrasse 36, 10623 Berlin, Germany.
Soft Matter. 2017 Jul 21;13(27):4720-4732. doi: 10.1039/c7sm00726d. Epub 2017 Jun 15.
We examine the phase behaviour of colloidal suspensions of hard board-like particles (HBPs) as a function of their shape anisotropy, and observe a fascinating spectrum of nematic, smectic, and columnar liquid-crystalline phases, whose formation is entirely driven by excluded volume effects. We map out the phase diagram of short and long HBPs by gradually modifying their shape from prolate to oblate and investigate the long-range order of the resulting morphologies along the phase directors and perpendicularly to them. The intrinsic biaxial nature of these particles promotes the formation of translationally ordered biaxial phases, but does not show solid evidence that it would, per se, promote the formation of the biaxial nematic phase. Our simulations shed light on the controversial existence of the discotic smectic phase, whose layers are as thick as the minor particle dimension, which is stable in a relatively large portion of our phase diagrams. Additionally, we modify the Onsager theory to describe the isotropic-nematic phase transition of freely rotating biaxial particles as a function of the particle width, and find a relatively strong first-order signature, in excellent agreement with our simulations. In an attempt to shed light on the elusive formation of the biaxial nematic phase, we apply this theory to predict the uniaxial-biaxial nematic phase transition and confirm, again in agreement with simulations, the prevailing stability of the translationally ordered smectic phase over the orientationally ordered biaxial nematic phase.
我们研究了硬板状颗粒(HBPs)胶体悬浮液的相行为作为其形状各向异性的函数,并观察到迷人的向列相、近晶相和柱状液晶相谱,其形成完全由排斥体积效应驱动。我们通过逐渐将其形状从长形改为扁形来绘制短形和长形 HBPs 的相图,并沿着相导和垂直于相导研究所得形态的长程有序。这些粒子的固有双轴性质促进了平移有序双轴相的形成,但没有确凿的证据表明它本身会促进双轴向列相的形成。我们的模拟揭示了盘状近晶相的存在存在争议,其层与粒子的小尺寸一样厚,在我们相图的相当大一部分中是稳定的。此外,我们修改了 Onsager 理论,以描述自由旋转双轴粒子各向同性-向列相转变作为粒子宽度的函数,并发现了相对较强的一级特征,与我们的模拟非常吻合。为了阐明难以捉摸的双轴向列相的形成,我们将该理论应用于预测单轴-双轴向列相转变,并再次与模拟结果一致,证实了平移有序近晶相相对于取向有序双轴向列相的普遍稳定性。