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Approach to the deviation representation of non-ideal cylindrical surfaces based on the curvilinear coordinate system

机译:基于曲线坐标系的非理想圆柱形表面的偏差表示方法

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Surface deviations of parts have vital impact on the function and performance of products, and should be controlled in manufacturing. Deviation representation facilitates the analysis of product function and performance, as well as the control of manufacturing process. In this paper, a novel deviation representation method for cylindrical surface is proposed. Instead of the Cartesian coordinate system, a two-dimensional curvilinear coordinate system is established on the ideal cylindrical surface to represent the surface. By adding a deviation dimension in the curvilinear coordinates, a deviation coordinate system is constructed to represent the non-ideal cylindrical surface. The data mapping between the two coordinate systems is presented and typical cylindrical surfaces with deviations are provided as examples to illustrate the formulated deviation representation approach.
机译:零件的表面偏差对产品的功能和性能产生了至关重要的影响,并且应在制造中控制。偏差表示有助于分析产品功能和性能,以及控制制造过程。本文提出了一种新的圆柱形偏差表示方法。代替笛卡尔坐标系,在理想的圆柱形表面上建立二维曲线坐标系以表示表面。通过在曲线坐标中添加偏差尺寸,构造偏差坐标系以表示非理想的圆柱形表面。向两个坐标系之间提出的数据映射,并且具有偏差的典型圆柱表面作为示例,以示出配制的偏差表示方法。

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