论文标题
具有运动传输效应的列液晶模型的部分规律性
Partial regularity of a nematic liquid crystal model with kinematic transport effects
论文作者
论文摘要
在本文中，我们将建立埃里克森（Erickson）的合适解决方案的全球存在 - 勒斯系统（LeSlie System）建模列米液晶的水动力学，并用运动传输的各种形状分子的流动流动，以$ {\ mathbb {r}^3} $中的各种形状的分子，这是从封闭的（Paraboric）Hausdoremention $ n of（Paraboric）Hausdoremention $ nocemention $ {
In this paper, we will establish the global existence of a suitable weak solution to the Erickson--Leslie system modeling hydrodynamics of nematic liquid crystal flows with kinematic transports for molecules of various shapes in ${\mathbb{R}^3}$, which is smooth away from a closed set of (parabolic) Hausdorff dimension at most $\frac{15}{7}$.
