Abstract
Based on the principles of common-generating conjugation mapping of pinion-rank-gear meshing, the constructing of ease-off surface has been done by means of the topology modification of the 4-order polynomial surface. The simulation method of tooth surface mesh is purposed based on the ease-off surface. By analyzing topological structure characteristics of ease-off surface such as modification gradient curves, contact line-off and contact path-off, the meshing characteristics such as the contact area, the contact line and transmission error are determined. It is stated on the interaction relations of coefficients of the 4-order polynomial to the topological construction of surface. The methods for reconstruction and analysis of ease-off surface with considering axis misalignments are presented by the direct transformation of coordinate systems. Taking the topological construction of four kinds of surfaces as examples, characteristics parameters such as modification gradient of tooth surface, contact path and transmission errors are simulated. They are expounded on the corresponding parameters of controlling form and adjusting methods for tooth surface. These methods take goals of adjusting-modification and controlling-property for tooth surface mesh. It is improved and developed the meshing analysis method of ease-off surface of tooth. The presented method is liable to provide the basis data for the further loaded contact analysis of complicated tooth surface and the more direct technical for the 3-D topological optimization of tooth surface.
Highlights
Tooth Contact Analysis of Spiral Bevel Gears Based on the Design of Transmission Error[ J]
Tooth Meshing Simulation and Analysis Based on Isometric Mapping Ease⁃Off
Journal of Mechanical Engineering, 2014, 50(19) : 158⁃165 ( in Chinese)
Summary
当把(2) 式作为齿条面时,O0 点作为齿条产成 圆柱齿轮的节点。 利用矢量旋转变换, 绕 x0 旋转 α(压力角),绕 y0 旋转 β(螺旋角),在 S0 坐标系(见 图 1),斜齿条方程如下所示: 图 1 齿条面坐标系 系列 ( ui, vi) 值,代入( 8) 式可得到一系列 zdi,它代 表了 ease⁃off 曲面上一条瞬时接触线 s,如图 6 所示。 本文选取 4 种情况对 ease⁃off 曲面进行分析,4 种曲面类型如表 1 所示。 Tooth Contact Analysis of Spiral Bevel Gears Based on the Design of Transmission Error[ J] .
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