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楔横轧直角台阶轧齐曲线的研究
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英文标题：Study on shaping curve of right-angle step for two-roll cross wedge rolling |
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作者：胡发国 王宝雨 胡正寰 |
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单位：北京科技大学机械工程学院 |
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关键词：楔横轧 旋转公式 轧齐曲线 有限元 |
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分类号：TG335.19 |
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出版年,卷(期):页码：2009,34(6):18-23 |
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摘要：
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根据楔横轧工艺的特点,推导了二辊楔横轧轧齐过程中螺旋斜锥体大端半径随轧件转角变化的旋转公式。提出了一种计算螺旋斜锥体体积的新算法,获得了轧齐过程中各阶段的体积公式。依据体积平衡原理得到了二辊楔横轧直角台阶的轧齐曲线,其表达式具有形式简洁、方便实际应用的特点。最后采用刚塑性有限元软件Deform-3D对各种断面收缩率条件下的轧齐过程进行了模拟,取得了良好的结果,同时验证了曲线方程的正确性。
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According to the process characteristics of cross wedge rolling,the rotation formula for big end radius of spiral declined cone,changed with rotation angle of rolled piece,was derived. A new algorithm for calculating the volume of the declined cone was presented and volume formula for each stage during the process of shaping was obtained. Based on the principle of volume balance,shaping curve of right-angle step for two-roll cross wedge rolling was got. The curve expression was very concise and convenient for application. At last,the shapping process was simulated by using the rigid-plastic FEM software Deform-3D under the condition of different percentage reduction of area. The simulation achieved good results which verified that the shaping curve was correct.
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基金项目：
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国家自然科学基金资助项目(50675019,50435010);;
北京市自然科学基金项目(3082013);;
国家科技支撑计划项目(2006BAF04B03)
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作者简介：
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参考文献：
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[1]胡正寰,张康生,王宝雨,等.楔横轧零件成形技术与模拟仿真[M].北京:冶金工业出版社,2004.
[2]杜惠萍,张康生,胡正寰.楔横轧内直角台阶精确轧齐曲线的研究[J].中国机械工程,2005,16(12):1100-1103.
[3]朱人杰.内直角台阶楔横轧孔型设计[J].锻压技术,1979,4(1):17-21.
[4]张鹏.二辊楔横轧截止曲线[J].锻压技术,1981,6(5):14-21.
[5]Hidehiko Tsukamoto.Cross roll methodfor the production of axis-symmetrical stepped shaft[A].Proceedings of2nd.International Conference on Rotary metal working processes[C].U.K.,1982.
[6]白质斌,任广升,张承鉴.楔横轧成形截齐曲线的精确计算[J].农业机械学报,1990,(2):75-79.
[7]张康生,胡正寰.楔横轧轧齐基本理论研究[J].锻压技术,1996,21(4):30-34.
[8]张康生,胡正寰.楔横轧精确直角台阶轧齐曲线[J].锻压技术,1996,21(6):27-33.
[9]杜惠萍.楔横轧精确成形关键问题研究[D].北京:北京科技大学,2006.
[10]胡康雷.方轴零件的楔横轧辊型曲线理论研究[D].北京:北京科技大学,2008.
[11]廖垂鑫,楔横轧内直角台阶精确成形的研究[D].北京:北京科技大学,2009.
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