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Quasi-soft opto-mechanical behavior of photochromic liquid crystal elastomer: Linearized stress-strain relations and finite element simulations

机译:光致变色液晶弹性体的准软光机械行为:线性应力-应变关系和有限元模拟

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Based on the neo-classical elastic energy of liquid crystal elastomers, the opto-mechanical behavior is modeled by considering the effect of photoisomerization on the nematic-isotropic transition of liquid crystal phase. Linearized stress-strain relation is derived for infinitesimal deformations with a very unusual shear stress that does not vanish identically as in the case of the soft behavior but is proportional to the rotation of directors. In other words, the shear stress depends on both the shear strain and the skew symmetric part of the displacement gradient with the shear modulus induced by the effect of photoisomerization. Finite element implementation for plane stress problems is obtained through a self-defined material subroutine in ABAQUS FEA tool. Numerical simulations show that the light induced deformations of two dimensional specimens consist of contractions, expansions and bending in different directions. The stress distributions indicate that the driving force for the light induced bending is produced by the bending moment of the normal stress along the director, while the other stress components are much smaller for two dimensional beam shaped specimens. However, the shear stress of the soft LCE is generally nonzero under light illumination due to the inhomogeneity of the opto-mechanical effect. It can be concluded from the strain distributions that the transversal plane cross section could remain plane after deformation if the light intensity or the decay distance is not too small and the sample is in the deep nematic phase. However, the shear strain and in plane rotation are of the same order as the other strain components, and thus should not be neglected. This indicates that the classical simple bending assumptions such as the Euler-Bernoulli beam theory should not be directly applied to model the light induced bending of neo-classical liquid crystal elastomers due to the soft behavior of the materials.
机译:基于液晶弹性体的新古典弹性能,通过考虑光异构化对液晶相向列各向同性转变的影响,对光机械行为进行建模。线性化应力-应变关系是针对具有非常异常的剪切应力的极小变形而得出的,该剪切应力不会像软行为一样消失,而是与指向矢的旋转成比例。换句话说,剪切应力既取决于剪切应变,又取决于位移梯度的倾斜对称部分,并且具有由光异构化作用引起的剪切模量。可通过ABAQUS FEA工具中的自定义材料子例程来获得平面应力问题的有限元实现。数值模拟表明,二维试样的光诱导变形包括不同方向的收缩,膨胀和弯曲。应力分布表明,光诱导弯曲的驱动力是由法向应力沿着指向矢的弯曲力矩产生的,而其他应力分量对于二维梁形试样要小得多。然而,由于光机械效应的不均匀性,软LCE的剪切应力在光照下通常不为零。从应变分布可以得出结论,如果光强度或衰减距离不太小且样品处于深向列相,则变形后的横截面仍可以保持平面。但是,剪切应变和平面旋转与其他应变分量的阶数相同,因此不应忽略。这表明,由于材料的柔软特性,不应将诸如Euler-Bernoulli束理论之类的经典简单弯曲假设直接应用于新古典液晶弹性体的光诱导弯曲建模。

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