金属-陶瓷粉末混合物的压实行为模型。回顾

I. Popescu, R. Vidu
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引用次数: 5

摘要

粉末混合物的压实行为可以用密度方程定量地表示,该方程描述了密度与压实阶段施加的压力之间的关系,并使用校正因子。许多研究者使用最常用的压缩方程(Balshin, Heckel, Cooper and Eaton, Kawakita and l dde)或相对较新的压缩方程(Panelli - Ambrózio Filho, castagnet - falc o- Leal Neto, Ge ron -de, Parilák和dudrov, Gerdemann and Jablonski)对单相(金属/陶瓷)粉末或两相金属-陶瓷粉末复合材料进行了建模研究。此外,为了更好地了解粉末共混物的压实过程,更好地预测压实行为,有必要对粉末压实过程进行计算机数值模拟和模拟。本文在考虑(a)上述粉末压缩方程和(b)通过有限元法(FEM)和离散元建模(DEM)或有限/离散元联合建模(FE/DE)方法进行压实行为建模的情况下,介绍了金属基体中添加陶瓷颗粒对P/M工艺制备的复合材料压缩性能的影响。
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Compaction Behaviour Modelling of Metal-Ceramic Powder Mixtures. A Review
Abstract Powder mixtures compaction behavior can be quantitatively expressed by densification equations that describe the relationship between densities - applied pressure during the compaction stages, using correction factors. The modelling of one phase (metal/ceramic) powders or two-phase metal-ceramic powder composites was studied by many researchers, using the most commonly compression equations (Balshin, Heckel, Cooper and Eaton, Kawakita and Lüdde) or relative new ones (Panelli - Ambrózio Filho, Castagnet-Falcão- Leal Neto, Ge Rong-de, Parilák and Dudrová, Gerdemann and Jablonski. Also, for a better understanding of the consolidation process by compressing powder blends and for better prediction of compaction behavior, it's necessary the modeling and simulation of the powder pressing process by computer numerical simulation. In this paper are presented the effect of ceramic particles additions in metallic matrix on the compressibility of composites made by P/M route, taking into account (a) the some of above mentioned powder compression equations and also (b) the compaction behavior modeling through finite element method (FEM) and discrete element modeling (DEM) or combined finite/ discrete element (FE/DE) method.
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发文量
20
审稿时长
4 weeks
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