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Fractal crushing of solid particles

机译:分形破碎固体颗粒

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It does not have widely accepted theory to study particle crushing up to now because of the complex and irregular physical structure of the particles. Fractal theory, which employs statistical concepts in order to explain particle crushing, may provide a solution to this problem. The particle size distributions are introduced to determine the fractal dimension. The relationship among the particle size, the crushing strength, crushing energy and the probability of survival of the particles are established based on the fractal model. The theoretical results are based on the spherical particles and ideal crushing experiments under static load. A total of 500 single slag particle crushing tests are carried out for natural slag particles of 2 to 35 mm in diameter. The agreement between the experimental and the theoretical results of the slag particles seems to be satisfactory. The method introduced in this paper not only apply to slag particles, but also any other fractal particles.
机译:迄今为止,由于粒子的复杂且不规则的物理结构,至今尚未有广泛的理论来研究粒子的破碎。分形理论采用统计概念来解释颗粒破碎,可以为该问题提供解决方案。引入粒度分布以确定分形维数。基于分形模型,建立了颗粒大小,抗碎强度,抗碎能量和颗粒存活概率之间的关系。理论结果基于球形颗粒和静态载荷下的理想破碎实验。对于直径为2至35毫米的天然炉渣颗粒,总共进行了500次单炉渣颗粒破碎测试。炉渣颗粒的实验结果与理论结果之间的一致性似乎令人满意。本文介绍的方法不仅适用于炉渣颗粒,而且适用于任何其他分形颗粒。

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