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首页> 外文期刊>Mechanika >MATHEMATICAL MODELING OF VARIABLE LEAD HELIX AND DESIGN OF TRANSITION CURVE IN VLSM
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MATHEMATICAL MODELING OF VARIABLE LEAD HELIX AND DESIGN OF TRANSITION CURVE IN VLSM

机译:VLSM中可变铅螺旋的数学建模与过渡曲线设计。

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This paper established the general mathematical model of variable radius variable lead helix, which applies the theory method for variable lead transmission. It also studeid the geometrical characteristics of variable lead helix in cylindrical surface, and the curvature and torsion is expressed by function , which is good to the research of transition curve. The corollary is put forward and explained that the geometric curvature of the helix on the cylindrical surface is equal to the geometric curvature of plane line which is obtained by expanding the cylindrical surface along axial direction, that transition curve design can be carried out in the plane. In the design of transition curve, circular arc and polynomial curve were chosen to connect two known curves respectively, and then according to the extreme conditions the transition curve functional is built up.
机译:建立了变径变导程螺旋的通用数学模型,将理论方法应用于变导程传递。研究了圆柱表面上可变铅螺旋的几何特征,并用函数表示了曲率和扭转,这对过渡曲线的研究很有帮助。提出了推论,并解释了圆柱面上螺旋线的几何曲率等于沿轴向扩大圆柱面得到的平面线的几何曲率,可以在平面上进行过渡曲线设计。 。在过渡曲线的设计中,选择圆弧和多项式曲线分别连接两条已知曲线,然后根据极端条件建立过渡曲线函数。

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