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arXiv 1602.07530cond-mat.soft
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扭弯螺旋结构在外场作用下的解绕

Unwinding of the twist-bend nematic structure under an external field

Rafael Soares Zola, Giovanni Barbero, Ioannis Lelids, Michely Patricia Rosseto, Luiz Roberto Evangelista

摘要:

最近发现的扭转弯曲双折射相,$\rm N_{tb}$,是一种非均匀平衡双折射相,其在具有倾斜角$θ$和螺距$P$的锥形螺旋上呈现具有双折射指向矢$\textbf{n}$进动的自发弯曲。最近从弹性观点通过将α相的Frank弹性能量密度扩展到包括螺旋轴的对称元素$\bf t$,证明了$\rm N_{tb}$相的稳定性。在目前的通信中,我们调查的外部体场(磁或电)的间距的$\rm N_{tb}$阶段的影响。对于具有正磁化率各向异性的材料,当磁场$\bf{H}$平行于螺旋轴$\bf{t}$时,该场修改指向矢和螺旋轴之间的耦合参数,从而移动该耦合导致$\rm N_{tb}$相位的值的区间。如果$\bf{H}$垂直于$\bf{t}$,则示出了双指向矢$\bf n$进动的节距随着$\bf{H}$而增加,并且在$H_c$的临界值处,其变为无限大,如在胆甾相液晶中那样,即,得到n的均匀取向。我们的结果包括行为的一个under字段作为一个限制的情况下。

英文摘要:

The recently discovered twist-bend nematic phase, $\rm N_{tb}$, is a non-uniform equilibrium nematic phase that presents a spontaneous bend with a precession of the nematic director, $\textbf{n}$, on a conical helix with a tilt angle $θ$ and helical pitch $P$. The stability of the $\rm N_{tb}$ phase has been recently demonstrated from the elastic point of view by extending the Frank elastic energy density of the nematic phase to include the symmetry element of helical axis, $\bf t$. In the present communication, we investigate the influence of an external bulk field (magnetic or electric) on the pitch of the $\rm N_{tb}$ phase. For a material with positive magnetic susceptibility anisotropy, when the magnetic field $\bf{H}$ is parallel to the helical axis, $\bf{t}$, the field modifies the coupling parameter between the director and the helical axis, thus shifting the interval of values for which this coupling results in the $\rm N_{tb}$ phase. If $\bf{H}$ is perpendicular to $\bf{t}$, it is shown that the pitch of the nematic director $\bf n$ precession increases with $\bf{H}$, and at a critical value of $H_c$ it becomes infinite as in a cholesteric liquid crystal, that is, one gets a uniform orientation of n. Our results include the behaviour of a cholesteric under field as a limiting case.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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