| 圆锥齿轮行波共振应力响应仿真计算 |
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| 引用本文： | 韩二中,郭星辉,颜世英,张日辉.圆锥齿轮行波共振应力响应仿真计算[J].航空动力学报,1988,3(3):207-210,280. |
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| 作者姓名： | 韩二中 郭星辉 颜世英 张日辉 |
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| 作者单位： | 东北工学院
(韩二中，郭星辉，颜世英)，东北工学院(张日辉) |
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| 摘 要： | 文中叙述了圆锥齿轮行波振动和行波共振的概念。利用圆柱直齿轮齿间啮合力的形状函数,组织了对圆锥齿轮行波共振的仿真激励函数。算出了圆锥齿轮的二、三节径行波共振应力响应。算出的应力响应幅值与实测值比较一致。
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| 收稿时间： | 8/1/1987 12:00:00 AM |
SIMULATINC CALCULATIONS FOR STRESS RESPONSES OF TRAVELLING WAVE RESONANCE IN BEVEL CEAR |
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| Han Erzhong,Gou Xinhui,Yan Shiying and Zhang Rihui.SIMULATINC CALCULATIONS FOR STRESS RESPONSES OF TRAVELLING WAVE RESONANCE IN BEVEL CEAR[J].Journal of Aerospace Power,1988,3(3):207-210,280. |
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| Authors: | Han Erzhong Gou Xinhui Yan Shiying and Zhang Rihui |
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| Institution: | Northeastern University of Technology;Northeastern University of Technology;Northeastern University of Technology;Northeastern University of Technology |
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| Abstract: | The formulae of travelling wave resonance in a bevel gear are derived by a simplified method. Emphasis is put on the difference of physical meanings between travelling wave resonance and forced vibration resonance. The function simulating the exciting force in bevel gear is formulated by analogy of meshing force of two straight tooth gears. And then, the stress responses of travelling wave resonances of two and three nodal diameters in the bevel gear may be calculated by FEM. It is proved that the stress response curves plotted dy computer is just the curves of travelling wave resonance of two nodal diameters mode wave motion. The calculated results coincide with the experimental data. The method provided gives more convenience to obtain stress data only by calculation rather than by complicated experimental method. |
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