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Mathematical Modeling for the Whirling Method OF Multi-variant Screws

机译:多变型螺钉旋转方法的数学建模

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Multi-variant screws are a kind of complex screws with two or more variable parameters, such as the lead, diameters, groove depth and edge width. These screws are increasingly used in machinery to compress, transfer, or process materials in many industries, and their sophisticated geometry plays a crucial role in the production. With their increasing application in industry, it is in desperate need to manufacture these screws with high efficiency and low cost. This paper proposes a whirling based approach to fabricating multi-variant screws. Based on the geometric characteristics of the screws, mathematic models are established for describing multi-variant screw surfaces and so is the equivalent surfaces of the rotating whirling tool. The spatial relationship of the cutters and the design screw surfaces is discussed and the corresponding method of tool path calculation is presented.
机译:多变型螺钉是一种复杂的螺钉,具有两个或更多可变参数,例如铅,直径,凹槽深度和边缘宽度。这些螺钉越来越多地用于机器以压缩,转移或工艺材料在许多行业中,并且它们的复杂几何形状在生产中起着至关重要的作用。随着产业中越来越多的应用,它是绝望的需要以高效率和低成本制造这些螺钉。本文提出了一种基于旋转的制造多变型螺钉的方法。基于螺钉的几何特性,建立了用于描述多变型螺杆表面等的数学模型是旋转旋转工具的等效表面。讨论了切割器和设计螺旋表面的空间关系,并提出了相应的刀路路径计算方法。

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