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气体注射控制参数对聚合物气辅共注成型过程影响的实验研究 被引量:2

Experimental Study on the Influence of Gas Injection Controlling Parameters in a Gas Assisted Co-injection Molding Process
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摘要 为了建立气辅控制系统的控制模型,系统研究了气辅注射工艺参数对气辅共注成型过程的影响规律。研究表明,保压时间和气体注射延迟时间对气辅共注成型的气体穿透有较大影响,而对芯层熔体的穿透影响不明显。随着保压时间的延长,气体的穿透深度和穿透宽度均增加,而随着气体注射延迟时间的延长,气体穿透深度增大,穿透宽度减小。延长气体注射延迟时间有利于气体的穿透,但易出现指进现象和气体穿透流动的不稳定。 In order to formulate the controlling model of the gas assisted controlling unit, experiments on the influence of processing parameters in the gas-assisted co-injection molding were investigated in this paper. It showed that the gas packing time and gas delay time affected the gas penetrating pattern appreciably, but not the melt at the core layer. With increasing gas packing time, the gas penetrating depth and width increased, with increasing gas delay time, gas penetrating depth increased, the gas penetrating width reduced, however, the instability of gas penetrating flow and finger appearance were observed.
出处 《中国塑料》 CAS CSCD 北大核心 2008年第8期54-57,共4页 China Plastics
基金 国家自然科学基金项目(20274016) 江西省教育厅科技攻关项目(s00123)
关键词 气辅共注成型 过程参数 实验研究 gas assisted co-injection molding process parameter experimental research
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  • 1.C-Mold参考手册:第二章[M].,..
  • 2Yean-der Kuan,A. Sherif El-Gizawy. Numerical Characterization of Mold Injction in Resin Transfer Molding Process[J]. Advance in Polymer Technokgy ,2000,19(3) : 173- 179.
  • 3R V Mohan, N D Ngo, K K Tamma. On A Pure Finite-Element-Based Methodology for Resin Transfer Mold Filling Simulations [J ]. Polymer Engineering and science,1999,39(1) : 173- 179.
  • 4Tayfun E. Tezduyar, Shahrouz Alizbadi. EDICT for 3D Computation of Two-Fluid Interfaces. Comput[J ]. Methods Appl Eng , 1988,155:235-248.
  • 5Dartzi Pan, Chih-Hao Chang. The Capuazing of Free Surfaces in Incompressible Multi-fluid Flows [ J ]. International Journal for Numerical Methods in Fluids,2000,33:203-222.
  • 6M P Reddy, J N Reddy. Penalty Finite Element Analysis of Incompressible Flows Using Element by Element Solution[J]. Computer Methods in Applied Mechanics and Engineering, 1992,100 : 169-205.
  • 7J N Reddy. Penalty-Finite-Element Analysis of 3D Navier-Stokes Equations[J]. Computer Methods in Applied Mechanics and Engineering, 1982,35: 87 - 106.
  • 8Franco Brezzi. A Relationship Between Stabilized Finite Element Methods and the Cmlerkin Method with Bubble [J ].Computer Methods in Applied Mechanics and Engineering,1992,6:117- 129.
  • 9F Ilinca, etc. On Stabilized Finite Element Formulations for Incompressible Advective-Diffusive Tran sport and Fluid Flow Problems[J]. Computer Methods in Applied Mechanics andEngineering, 2000,188: 235 - 255.
  • 10Tayfun E. Tezduyar, Yasuo Osawa. Finite Element Stabilization Parameters Computed from Element Matrices and Vectors[J ]. Computer Methods in Applied Mechanics and Engineering, 2000,190: 411 - 430.

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