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基于椭圆双β分布模型的喷涂问题分析

Analysis of Spraying Problem Based on Elliptical Double β Distribution Model
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摘要 本文以喷涂工艺为背景,针对加工面分别为平面、曲面时的釉料喷涂的问题,基于椭圆双β分布模型,求解得到了加工面喷涂的累计情况模型。 In this paper,with the background of spraying technology,the problem of spraying the glaze when the processing planes are respectively plane and curved surfaces is solved.Based on the model of elliptical doubleβdistribution,the cumulative situation model of sprayed surface is obtained.
作者 安洁 AN Jie(Shijiazhuang Tiedao University,Shijiazhuang 050000,China)
机构地区 石家庄铁道大学
出处 《价值工程》 2018年第13期222-225,共4页 Value Engineering
关键词 椭圆双β分布模型 喷涂工艺 累计情况 elliptical doubleβdistribution model spraying process cumulative situation
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