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Finite element simulation of sintering of powder compact using shrinkage curve obtained by Monte Carlo method

机译:用蒙特卡罗法获得的收缩曲线粉末紧凑型烧结有限元模拟

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Macroscopic non-uniform shrinkage in the sintering of ceramics powder compacts is simulated by a viscoplastic finite element method.The shrinkage curve required as a material constant for the simulation is obtained from numerical simulation using a microscopic approach based on the Monte Carlo method.In the microscopic approach,powder particles and pores are divided into many cells,and the growth of grains in the particles and the disappearance of pores among the particles are simulated by means of the Potts model.The shrinkage curve is calculated from the change in dimensino of the particles.The macroscopic shrinkage behaviour in the sintering of circular two-layer compacts is simulated by the viscoplastic finite element method using the shrinkage curve obtained by the microscopic approach.
机译:陶瓷粉末压块的烧结中的宏观非均匀收缩通过粘面有限元法模拟。作为模拟的材料常数所需的收缩曲线是根据蒙特卡罗方法的微观方法的数值模拟获得的。在微观方法,粉末颗粒和孔被分成许多细胞,并且通过Potts模型模拟颗粒中颗粒中的颗粒的生长和颗粒之间的孔的消失。收缩曲线是从尺寸的变化计算的颗粒。圆形双层压块烧结中的宏观收缩行为由使用微观方法获得的收缩曲线的粘板有限元法模拟。

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