粘弹性
流变学
牛顿流体
膨胀的
广义牛顿流体
剪切减薄
非牛顿流体
粘度
复杂流体
机械
剪切(地质)
材料科学
相(物质)
计算机科学
热力学
剪切速率
物理
复合材料
量子力学
作者
Y. Zhang,Sheng-Chun Long,Yanrui Xu,Xiaokun Wang,Chao Yao,Jiří Kosinka,Steffen Frey,Alexandru Telea,Xiaojuan Ban
摘要
Abstract We propose an SPH‐based method for simulating viscoelastic non‐Newtonian fluids within a multiphase framework. For this, we use mixture models to handle component transport and conformation tensor methods to handle the fluid's viscoelastic stresses. In addition, we consider a bonding effects network to handle the impact of microscopic chemical bonds on phase transport. Our method supports the simulation of both steady‐state viscoelastic fluids and discontinuous shear behavior. Compared to previous work on single‐phase viscous non‐Newtonian fluids, our method can capture more complex behavior, including material mixing processes that generate non‐Newtonian fluids. We adopt a uniform set of variables to describe shear thinning, shear thickening, and ordinary Newtonian fluids while automatically calculating local rheology in inhomogeneous solutions. In addition, our method can simulate large viscosity ranges under explicit integration schemes, which typically requires implicit viscosity solvers under earlier single‐phase frameworks.
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