首页> 外文会议>National Heat Transfer Conference >NUMERICAL SIMULATION OF TRANSPORT PROCESSES IN INJECTION MOLD-FILLING DURING PRODUCTION OF A CYLINDRICAL OBJECT UNDER ISOTHERMAL AND NON-ISOTHERMAL CONDITIONS
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NUMERICAL SIMULATION OF TRANSPORT PROCESSES IN INJECTION MOLD-FILLING DURING PRODUCTION OF A CYLINDRICAL OBJECT UNDER ISOTHERMAL AND NON-ISOTHERMAL CONDITIONS

机译:在等温和非等温条件下圆柱形物体生产过程中注射模具填充运输过程的数值模拟

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In this paper, numerical simulation of injection mold-filling during the production of a cylindrical object under isothermal and non-isothermal conditions is presented. The material of the object is low density polyethylene(LDPE) following power-law viscosity model for non-zero shear rate zone. However, where shear rate becomes zero, "zero-shear viscosity" value has been used. Three cases have been considered, namely(i)Isothermal filling at constant injection pressure(ii) Isothermal filling at constant flow rate and (iii)Non-isothermal filling at constant flow rate. For the case-(iii), the viscosity of LDPE is also a function of temperature. The material of the mold is steel, For the non-isothermal filling, the concept of melt-mold thermal contact resistance coefficient has been incorporated in the model. The length and diameter of the body in all three cases have been taken as 0.254 m and 0.00508 m respectively. The finite-difference method has been used to solve the governing differential equations for the processes. The results show excellent agreement with the corresponding analytical solutions for the first two cases showing the correctness of the numerical method. The simulation results for non-isothermal filling show physically realistic trends and lend insight into various important aspects of mold-filling including frozen skin layer.
机译:本文介绍了在等温和非等温条件下生产圆柱形物体期间注射模具填充的数值模拟。物体的材料是非零剪切速率区的功率 - 律粘度模型之后的低密度聚乙烯(LDPE)。然而,如果剪切速率变为零,则已经使用“零剪切粘度”值。已经考虑了三种情况,即(i)等温填充在恒定的流速(II)等温填充以恒定流速以恒定流速的非等温填充。对于壳体(III),LDPE的粘度也是温度的函数。模具的材料是钢,对于非等温填充,熔体模塑热接触电阻系数的概念已纳入模型中。所有三种情况下体的长度和直径分别为0.254米和0.00508米。有限差分方法已被用于解决过程的控制微分方程。结果表明,对于前两种情况的相应分析解决方案,表现出优异的一致性分析解决方案,显示了数值方法的正确性。非等温填充的仿真结果表明了物理上现实的趋势,倾向于模具填充的各种重要方面,包括冷冻皮层。

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