结果表明有限元法适于分析复杂流场中非牛顿流体的流动。
The results show that finite element method is suitable for the analysis of non-Newtonian fluid flow with complex geometry.
进一步配合流场有效的并行计算算法，最终可实现高效、快捷地模拟复杂流场。
With the effective parallel computation algorithm, the simulation of complex inviscid flow is finally achieved more efficiently and quickly.
对于具有大量特征结构的复杂流场(如湍流场)，人们往往只需对其中的主要特征进行研究。
Mostly, for those complex flow fields with numerous feature structures, such as turbulence flows, only a few important feature structures should be investigated.
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