首页> 外文期刊>Journal of manufacturing science and engineering: Transactions of the ASME >Computational Modeling of the Effects of Viscous Dissipation on Polymer Melt Flow Behavior During Injection Molding Process in Plane Channels
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Computational Modeling of the Effects of Viscous Dissipation on Polymer Melt Flow Behavior During Injection Molding Process in Plane Channels

机译:平面通道注塑过程中粘性耗散对聚合物熔体流动行为影响的计算模型

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The present finite volume method based fluid flow solutions investigate the boundary-layer flow and heat transfer characteristics of polymer melt flow in a rectangular plane channel in the presence of the effect of viscous dissipation and heat transfer by considering the viscosity and density variations in the flow. For different inflow velocity boundary conditions and the injection polymer melt temperatures, the viscous dissipation effects on the velocity and temperature distributions are studied extensively to analyze the degree of interactions of thermal flow field dominated by the viscous heating and momentum diffusion mechanism with varying boundary conditions. The modified forms of Cross constitutive equation and Tait equation of state are adopted for the representation of viscosity variations and density change, respectively, in the polymer melt flow. These models together with the viscous dissipation terms are successfully incorporated into the finite volume method based fluid flow solutions to realistically represent the heat effects in the plane channel. The numerical results presented for two different commercial polymer melt flows, namely, polymer Polyacetal POM-M90-44 and polypropylene (PP), demonstrate that proposed mathematical formulations for viscosity and density variations including viscous heating terms into the energy equations, which are fully coupled with momentum equations, lead to more accurate representation of the fluid flow and heat transfer phenomena for the polymer melt flows in plane channels.
机译:当前基于有限体积方法的流体流动解决方案通过考虑流动中的粘度和密度变化,在存在粘性耗散和热传递效应的情况下,研究了矩形平面通道中聚合物熔体流动的边界层流动和传热特性。 。对于不同的流入速度边界条件和注入聚合物熔体温度,广泛研究了粘性耗散对速度和温度分布的影响,以分析由粘性加热和动量扩散机制主导的热流场在变化边界条件下的相互作用程度。采用交叉本构方程和泰特状态方程的改进形式分别表示聚合物熔体流动中的粘度变化和密度变化。这些模型以及粘性耗散项已成功​​地结合到基于有限体积方法的流体流动解决方案中,以真实地表示平面通道中的热效应。针对两种不同的商用聚合物熔体流动(即聚合物聚缩醛POM-M90-44和聚丙烯(PP))给出的数值结果表明,提出的粘度和密度变化的数学公式包括将粘性加热项纳入能量方程,完全耦合通过动量方程,可以更精确地表示平面通道中聚合物熔体流动的流体流动和传热现象。

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