Numerical Analysis of Viscoelastic Start-up Flow in Channels with a Tapered Contraction

Takehiro Yamamoto, K. Nakamura
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Abstract

Start-up flow of viscoelastic fluid in two-dimensional channels with a four to one tapered contraction was numerically analyzed using the finite element method, and the transient behavior of viscoelastic flow was discussed. The Leonov model was applied to describe the rheological behavior of the fluid.In the flow through the tapered contraction, the velocity gradient in the flow direction, ∂u/∂x, along the center line became smaller than that in the flow through an abrupt contraction, and the maximum of the normal stress difference, Txx-Tyy, in the tapered contraction channel was also smaller than that of the flow in the abrupt contraction channel.The peak position of ∂u/∂x moved with time, and this phenomenon has not been observed in the numerical simulation of the start-up flow in the channel with the abrupt contraction.
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锥形收缩通道中粘弹性启动流的数值分析
采用有限元方法对粘弹性流体在具有四比一锥形收缩的二维通道中的启动流动进行了数值分析,并讨论了粘弹性流动的瞬态特性。采用列昂诺夫模型来描述流体的流变行为。在经过锥形收缩的流动中,沿中心线方向的速度梯度∂u/∂x小于经过突然收缩的流动,并且锥形收缩通道中的法向应力差最大值Txx-Tyy也小于突然收缩通道中的流动。∂u/∂x的峰值位置随着时间的推移而移动,并且在具有突然收缩的通道内启动流的数值模拟中未观察到这种现象。
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