首页> 外文会议>International Conference on Advances in Materials and Processing Technologies >Simulation of Ceramic Powder Injection Moulding Based on The Behavior of Flow Stress Depended on The Thermal Viscosity Flowage Property and The Volume Fraction
【24h】

Simulation of Ceramic Powder Injection Moulding Based on The Behavior of Flow Stress Depended on The Thermal Viscosity Flowage Property and The Volume Fraction

机译:基于流量应力的行为依赖于热粘度流量特性和体积分数的陶瓷粉末注射成型仿真

获取原文

摘要

The prediction of flow pattern and volume fraction distribution in ceramic powder injection moulding (CIM) is very important because their characteristics affect the mechanical stiffness and the sintering shrinkage. The definition of feedstock behavior in the simulation of CIM depends on the various parameters such as temperature, strain rate and volume fraction. The aim of this study is to generate the governing equation based on non-newtonian flow model and predict the distribution of volume fraction from the result of CIM simulation using the subroutine of finite element package. Material parameters of governing equation are obtained from the compressive test of feedstock. Initial volume fraction is defined as the value of 0.5 referred to experimental data. In the boundary condition, the velocity of injection is 3 mm/s and the frictional coefficient between the feedstock material and the die is assumed as the value of 0.7 which means the value in the condition of cold moulding. The flow pattern of feedstock is very consistent with the experimental result. The result indicates that the range of volume fraction is from 0.42 to 0.58 depended on the pressure distribution. This result aids to predict the material stiffness according to the location of product from the relationship of the volume fraction and stiffness via Micro-hardness test.
机译:陶瓷粉末注射成型(CIM)中的流动模式和体积分量分布的预测非常重要,因为它们的特性影响机械刚度和烧结收缩。 CIM模拟中原料行为的定义取决于各种参数,例如温度,应变率和体积分数。本研究的目的是基于非牛顿流模型产生控制方程,并使用有限元包的子程序预测从CIM仿真结果的体积分数分布。控制方程的材料参数从原料的压缩试验获得。初始体积分数定义为0.5的值为实验数据。在边界条件下,喷射的速度为3mm / s,并且原料材料与模具之间的摩擦系数被认为是0.7的值,这意味着冷成型条件下的值。原料的流动模式与实验结果非常一致。结果表明,体积分数范围为0.42至0.58,依赖于压力分布。该结果有助于根据产品的位置从体积分数和刚度通过微硬度测试的关系来预测材料刚度。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号