末端共轭曲面的几何建模

N. Ismailova, T. Akinina, H. Truhkov, N. Oleynik, O. Yakuts
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引用次数: 0

摘要

本文提出了一种基于参数化运动螺杆的圆锥配合面几何建模方法,用于加工零件的刀具设计。在机械工程中复杂产品的计算机辅助设计的现代系统中,使用排除干扰的计算机技术构建曲面的参数化几何方法被越来越多地使用。寻找新的方法来改进在数控机床上制造零件的工艺过程。复杂曲面的形状影响着产品的可靠性和耐用性,因此在设计曲面时,要考虑到越来越多的曲面形成的预定条件,这是非常重要的。用参数化几何方法描述冲压得到的真实表面,反映真实的物理过程,是一个迫切需要解决的问题。近年来,在运动副和刀具等精密高质量产品的制造中,复杂曲面得到了广泛的应用,这就需要开发一种几何和数学仪器来对其进行建模。该方法在参数化运动螺杆的基础上对锥体配合面进行建模,消除了锥体刀具制造过程中的干扰。
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GEOMETRIC MODELING OF END CONJUGATED SURFACES
The paper proposes geometric modeling of conical mating surfaces based on a parametric kinematic screw, for practical use in the design of a cutting tool for processing parts. In modern systems of computer-aided design of complex products in mechanical engineering, parametric geometric methods for constructing curved surfaces using computer technologies that exclude interference are increasingly being used. The search for new ways to improve the technological processes of manufacturing parts on machine tools with numerical control. The shapes of complex curved surfaces affect the reliability and durability of products and therefore much attention is paid when designing surfaces, taking into account an increasing number of predetermined conditions for the formation of curved surfaces. The use of parametric geometric methods to describe real surfaces obtained as a result of stamping reflects a real physical process, which is an urgent problem.In recent years, in the manufacture of precise high-quality products of kinematic pairs and cutting tools, complex curved surfaces have been widely used, which require the development of a geometric and mathematical apparatus for their modeling. Modeling of conical mating surfaces on the basis of a parametric kinematic screw by the proposed method will eliminate interference in the manufacture of a conical cutting tool.
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