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首页> 外文期刊>Powder Technology: An International Journal on the Science and Technology of Wet and Dry Particulate Systems >A particle packing algorithm for pellet design with a predetermined size distribution
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A particle packing algorithm for pellet design with a predetermined size distribution

机译:具有预定尺寸分布的颗粒设计的颗粒填充算法

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摘要

In this paper a particle packing algorithm is proposed which is to be used to predict the behaviour of pellets in the blast furnace on a first principal basis.Pellets consist of particles of various mineralogical composition and the structure in which they pack together to form a pellet is dependant on the size distribution of the particles and the pellet porosity.This packing structure can result in isolated volumes within the pellet where the local composition deviates from the overall average composition.This can result in,for example,melt formation at lower temperatures than expected,which will have a detrimental effect on the pellet strength.These local compositions result from the contacts between particles of different minerals and can thus be quantified by the coordination number of the particles.By using a validated coordination number model,which is unique for a particle packing algorithm,virtual pellets were created for a range of particle size distributions and porosities.The algorithm used the Monte Carlo method combined with the simulated annealing nrinirnisation algorithm to solve the pellet simulations.The objective function is a combination of two functions,one describing the deviation from the target coordination number of the particles and the other the average fraction of overlapping volume of the particles per contact.In this way a realistic pellet structure was maintained while,at the same time controlling the coordination number of the particles.
机译:本文提出了一种颗粒堆积算法,该算法将用于预测高炉中球团的行为,这是主要原理。球团由各种矿物学组成的颗粒及其堆积在一起形成球团的结构组成取决于颗粒的尺寸分布和颗粒的孔隙率。这种堆积结构会导致颗粒内部的孤立体积,局部组成会偏离整体平均组成,例如会导致在低于这些局部组成是由于不同矿物颗粒之间的接触而产生的,因此可以通过颗粒的配位数来量化。通过使用经过验证的配位数模型,该模型对于粒子填充算法,针对各种粒径分布和孔隙率创建了虚拟颗粒。目标函数是两个函数的组合,一个描述与目标配位数的偏差,另一个描述重叠的平均分数通过这种方式,既可以保持真实的颗粒结构,又可以控制颗粒的配位数。

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