›› 2002, Vol. 38 ›› Issue (2): 112-115.
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周良墉
发布日期:
Zhou Liangyong
Published:
摘要： 应用空间啮合原理分析论证了环面蜗杆修形的必要性和可能性，揭示了环面蜗杆修形的本质和规律。根据修形原理提出了环面蜗杆修形的基本形式——曲率修形，导出了曲率修形的数学表达式及有关计算式。
关键词: 环面蜗杆, 曲率修形
Abstract: With the theory of space engagement, the necessity and feasibility of the modification of enveloped toroidal worm-gearing are analyzed and demonstrated. The essentiality and law of the modification are discovered. Accoding to the modification theory, the basic type of the modification of toroidal worm-gearing –– curvity modification is put forward, from that the maths expressions and calculate formulae of the curvity modification are derived.
Key words: Curvity modification, Toroidal worm
中图分类号:
TH132.44
周良墉. 环面蜗杆的曲率修形原理[J]. , 2002, 38(2): 112-115.
Zhou Liangyong. CURVITY MODIFICATION OF TOROIDAL WORM[J]. , 2002, 38(2): 112-115.
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