三维矩形突变收缩通道粘弹性流动的数值模拟

Takehiro Yamamoto, Hideki Akiyoshi, K. Nakamura
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引用次数: 1

摘要

采用Giesekus模型对两个三维矩形突然收缩通道内的粘弹性流动进行了数值模拟。采用HSMAC (Highly Simplified Marker and Cell)格式求解离散基本方程。研究了三维流动模式和涡旋尺寸的分布,以阐明三维流动特性。对螺旋流等三维流动现象进行了预测。当通道长径比(宽高比)较小时,壁面的影响较强,通道壁面附近的三维流动行为显著,壁面附近的涡大小发生剧烈变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Simulation of Viscoelastic Flow in Three-Dimensional Rectangular Abrupt Contraction Channels
Numerical simulation of viscoelastic flow in two three-dimensional (3-D) rectangular abrupt contraction channels was carried out using the Giesekus model. The HSMAC (Highly Simplified Marker and Cell) scheme was applied to solve the discretized basic equations. 3-D flow patterns and the distribution of vortex size were investigated to elucidate 3-D flow property. Several 3-D flow phenomena such as a spiral flow were predicted. The effect of wall was strong when the aspect ratio of the channel (width/height) was small, and the 3-D flow behavior was notable near the channel wall: the vortex size drastically changed near the wall.
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