In this paper, for the incompressible nematic liquid crystal flows with heat effect and density-dependent viscosity coefficient in three-dimensional bounded domain, by using the elliptic regularity result of the Stokes equations and the linearization and iteration method, we investigate the local existence and uniqueness of strong solutions.

中文翻译：

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具有热效应的密度依赖性不可压缩向列液晶流的强解

本文针对具有热效应且密度依赖粘度系数的不可压缩向列液晶流在三维有界域中的流动，利用斯托克斯方程的椭圆规则性结果以及线性化和迭代方法，研究了局部存在和强大解决方案的独特性。