1) involute helicoids double-enveloping
渐开面二次包络
1.
Based on the modeling of enveloping worm helix analytical equation and constructing of TI-worm,the article analyzes geometry characteristics of the involute helicoids double-enveloping worm wheel,demonstrates the whole process by means of finite time Boolean calculation approach method with characteristic model of TI-worm,and establishes the involute helicoids double-enveloping worm gear pairs.
在环面涡杆螺旋线解析方程建模和渐开面包络环面涡杆三维实体构建的基础上,分析讨论了渐开面二次包络环面涡轮的几何特征。
2) involute helicoid enveloping
渐开面包络
1.
We build the model for the enveloping worm helix parametric equation and then analyze its relations with the enveloping worm helix tooth surface equation,thus establishing the characteristic model of the involute helicoid enveloping worm′s generative gears.
渐开面环面蜗杆的三维构建属复杂曲面造型,文章在环面蜗杆螺旋线参数方程建模的基础上,分析讨论了其与渐开面环面蜗杆螺旋齿面方程的对应关系,建立了渐开面包络环面蜗杆产型齿的特征模型。
3) involute enveloping toroidal worm
渐开面包络环面蜗杆
4) toroidal involute (TI)
渐开面包络环面(TI)
5) Toroid enveloping worm pair hich involute holicoid generatrix
渐开线包络环面蜗杆副
6) planar double-enveloping
平面二次包络
1.
Furthermore,we discussed the application of the characteristic model of planar double-enveloping worm wheel and its entity construction,which carry out the transmission parameter modeling of Planar Double-Enveloping Worm.
进而又分析讨论了平面二次包络环面蜗轮的特征模型与实体构建,实现了“平面二次包络环面蜗杆传动的参数化建模”。
2.
The characteristic modeling of planar double-enveloping worm wheel;
在环面蜗杆螺旋线解析几何方程的建模和平面包络环面蜗杆三维实体构建的基础上,分析讨论了平面二次包络环面蜗轮的几何特征,应用蜗杆特征模型,采用有限次数逻辑运算逼近方法完成平面二次包络环面蜗轮实体构建,实现了平面二次包络环面蜗轮副传动的组建,该方法简洁实用,三维实体具有真实的运动型面,能为数控加工提供精确的坐标参数,也能为平面二次包络环面蜗轮副传动的性能优化提供有用的研究方法。
补充资料：开面
开面 在篆印之前，先用淡墨将印面涂上一层淡墨色，便于看清用刀刻出的笔划，称“开面”。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条