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作 者:GUO Luo-fang WANG Yao LI Hong LING Hai-tao
机构地区:[1]State Key Laboratory of Advanced Metallurgy, University of Science and Technology Beijing [2]School of Metallurgical and Ecological Engineering, University of Science and Technology Beijing
出 处:《Journal of Iron and Steel Research International》2013年第7期35-39,共5页
基 金:Item Sponsored by National Natural Science Foundation of China ( 51074020 )
摘 要:The fractal properties and floating features of agglomerated inclusions are investigated by the analysis of fractal theory and water simulation experiment. The results show that there is an obvious quantitative relationship between the aggregate floating velocity, the number of tiny inclusion granules and fractal dimension. Namely, for the aggregates which contain the same number of micro granules, the greater the fractal dimension, the larger the float-ing velocity; for the aggregates which have the same fractal dimension, the more the number of tiny inclusion gran-ules contained by an aggregate, the larger the floating velocity. The mathematical model obtained by regression anal-ysis can better reflect the relationship between the aggregate floating velocity, the number of tiny inclusion granules and fractal dimension. So in order to increase the floating velocity of aggregated inclusion with small fractal dimen-sion, some appropriate measures of making it reconstruct to increase its fractal dimension can he taken.The fractal properties and floating features of agglomerated inclusions are investigated by the analysis of fractal theory and water simulation experiment. The results show that there is an obvious quantitative relationship between the aggregate floating velocity, the number of tiny inclusion granules and fractal dimension. Namely, for the aggregates which contain the same number of micro granules, the greater the fractal dimension, the larger the float-ing velocity; for the aggregates which have the same fractal dimension, the more the number of tiny inclusion gran-ules contained by an aggregate, the larger the floating velocity. The mathematical model obtained by regression anal-ysis can better reflect the relationship between the aggregate floating velocity, the number of tiny inclusion granules and fractal dimension. So in order to increase the floating velocity of aggregated inclusion with small fractal dimen-sion, some appropriate measures of making it reconstruct to increase its fractal dimension can he taken.
关 键 词:simulation experiment agglomerated inclusion tiny inclusion granule fractal dimension floating feature
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