研究并推导出了克林·贝格螺旋锥齿轮副重迭系数的计算方法。
The calculation method about the overlap coefficient of Klingelnberg spiral bevel gear system is studied and derived.
这种设计方法是在不改变主要设计参数的基础上,通过调整齿轮宽度,实现重迭系数的圆整,提高齿轮承载能力,延长使用寿命。
It doesn't change main designing parameters, and through adjusting the gear width, the round number of coincidence coefficient and the improvement of gear life and bearing capacity Can be realized.
讨论了精馏塔mesh方程组的求解方法,介绍了相平衡系数简化模型及构造的双重迭代算法。
This paper discusses the methods for solving MESH equation groups for a distillation tower. A phase equilibrium coefficient simplified model and a binary iteration algorithm are proposed.
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