Journal of Jilin University Science Edition ›› 2020, Vol. 58 ›› Issue (3): 463-469.
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SHI Weiwei, WANG Changjia, GAO Yanchao
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Abstract: We considered the first boundary value problems for a class of steady NonNewtonian micropolar fluid equations in a smooth bounded domain Ω∈Rn (n=2,3). Under the conditions that the vortex viscosity coefficient and a certain norm of the external force term were appropriately small, we proved the existence and uniqueness of strong solutions of the system of equations by using the fixed point theorem with index p>1.
Key words: non-Newtonian fluid, micropolar fluid, strong solution, existence and uniqueness
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SHI Weiwei, WANG Changjia, GAO Yanchao. Existence and Uniqueness of Strong Solutions for a Class ofNonNewtonian Micropolar Fluid Equations[J].Journal of Jilin University Science Edition, 2020, 58(3): 463-469.
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http://xuebao.jlu.edu.cn/lxb/EN/Y2020/V58/I3/463
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