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A discrete model for long time sintering

机译:长时间烧结的离散模型

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A discrete model for the sintering of polydisperse, inhomogeneous arrays of cylinders is presented with empirical contact force-laws, taking into account plastic deformations, cohesion, temperature dependence (melting), and long-time effects. Samples are prepared under constant isotropic load and are sintered for different sintering times. Increasing both external load and sintering time leads to a stronger, stiffer sample after cooling down. The material behavior is interpreted from both microscopic and macroscopic points of view. Among the interesting results is the observation that the coordination number, even though it has the tendency to increase, sometimes slightly decreases, whereas the density continuously increases during sintering—this is interpreted as an indicator of reorganization effects in the packing. Another result of this study is the finding that strongly attractive contacts occur during cool-down of the sample and leave a sintered block of material with almost equally strong attractive and repulsive contact forces.
机译:考虑到塑性变形,内聚力,温度依赖性(熔化)和长期作用,提出了一种用于烧结多分散,圆柱体不均匀阵列的离散模型,该模型具有经验接触力定律。在恒定的各向同性载荷下制备样品,并在不同的烧结时间下进行烧结。外部载荷和烧结时间的增加都会导致冷却后的样品更坚固,更硬。可以从微观和宏观的角度来解释物质的行为。在有趣的结果中可以观察到,即使配位数有增加的趋势,有时也会略有降低,而在烧结过程中密度却不断增加,这被认为是填料中重组效果的指标。这项研究的另一个结果是发现在样品冷却过程中发生了强烈的吸引力接触,并留下了具有几乎相同的吸引力和排斥力的烧结材料块。

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