The so-called Ladyzhenskaya model is analyzed from a non-autonomous dynamical system point of view, for weak and strong solutions. Existence of attractors when forces are time-dependent is ensured in several universes with different tempered parameter conditions, and also for fixed bounded sets. Attraction is proved in \(L^2\) and \(W^{1,p}\) norms and relationships between these families are also established.

中文翻译：

---

具有剪切相关粘度的非牛顿流体的回拉吸引器

从非自治动力学系统的角度分析了所谓的Ladyzhenskaya模型，以求得到弱和强解。在具有不同调节参数条件的多个宇宙中，以及对于固定有界集，都可以确保力随时间变化时吸引子的存在。在（（L ^ 2 \）和（（W ^ {1，p} \））范数中证明了吸引力，并且还建立了这些族之间的关系。