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An iterative stabilized CNBS-CG scheme for incompressible non-isothermal non-Newtonian fluid flow

机译:不可压缩非等温非牛顿流体流动的迭代稳定CNBS-CG方案

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摘要

An iterative stabilized fractional step scheme abbreviated as I-CNBS-CG is developed, in which the Crank-Nicolson method based split (CNBS) scheme and the characteristic-Galerkin (CG) method are, respectively, used to discretize and solve the non-Newtonian momentum-mass conservation equations and the energy conservation equation in consideration of their convective character. Owing to introduction of an iterative procedure into the scheme the stability of the proposed scheme in time domain is greatly enhanced and much larger time step sizes are allowed to be used than those limited in existing explicit and semi-implicit ones. The proposed I-CNBS-CG scheme particularly suits to numerically model the non-isothermal non-Newtonian fluid flows with moderate or high viscosity and low thermal conductivity, such as molten polymer flow process in a mould cavity. Numerical experiments with the power-law fluid model demonstrate the improved performances of the proposed scheme.
机译:开发了一种迭代稳定分数步法,简称I-CNBS-CG,其中分别使用基于Crank-Nicolson方法的拆分(CNBS)方法和特征-Galerkin(CG)方法离散化和求解非考虑对流特性,牛顿动量质量守恒方程和能量守恒方程。由于在该方案中引入了迭代过程,因此大大提高了所提出方案在时域上的稳定性,并且与现有的显式和半隐式方法相比,可以使用更大的时间步长。提出的I-CNBS-CG方案特别适合对具有中等或高粘度和低导热率的非等温非牛顿流体流进行数值建模,例如在模腔中的熔融聚合物流动过程。幂律流体模型的数值实验证明了该方案的改进性能。

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