机械
有限元法
混合(物理)
停留时间分布
示踪剂
拓扑(电路)
叠加原理
分配律
微观混合
摄动(天文学)
物理
材料科学
几何学
数学
流量(数学)
数学分析
热力学
核物理学
组合数学
纯数学
量子力学
粘度
作者
Baiping Xu,Ruifeng Liang,Shuping Xiao,Yanhong Feng,Huiwen Yu
标识
DOI:10.1002/mats.202300048
摘要
Abstract A new kind of perturbation ring element (PRE) is first proposed to introduce a repetitive topology of splitting and recombination across the intermeshing zones of a co‐rotating non‐twin screw elements (NTSE) with a speed ratio of 2. A numerical simulation is performed using finite element method (FEM) along with the mesh superposition technique (MST). Post‐treatment codes are successfully developed where fourth‐order Runge–Kutta scheme is used to achieve particle tracking. For the tracer particle groups released initially from the upper and bottom intermeshing regions, mixing is characterized in terms of the evolution of tracer particles, mixing variance index, and residence time distribution (RTD). The numerical results revealed for a given output, the larger the screw speed, the larger the dividing ratio, and the better distributive mixing is. PRE achieved the best distributive mixing owing to the changing of flow topology. In TSE there are Komogorov‐Arnold‐Moser (KAM) tubes in which the tracer particles are confined to prevent better mixing from occurring.
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