透過您的圖書館登入
IP:18.227.190.93
  • 學位論文

以有限元素法及反應曲面法分析傘型齒輪之旋轉鍛造加工問題

指導教授 : 葉維磬
若您是本文的作者,可授權文章由華藝線上圖書館中協助推廣。

摘要


本論文透過有限元素軟體Deform-3D進行旋轉鍛造傘形齒輪模擬分析,以其獲得下模穴填充率及軸向成形力峰值為最佳之參數條件。本文之設計參數包含對稱圓錐形胚料預成形之參數設計及旋轉鍛造加工製程參數等六個因子。胚料預成形設計參數包含體積V、胚料兩端面的直徑D_1以及胚料中間的直徑D_2;旋轉鍛造加工製程參數包含下模每轉進給率S、上下模具間距c、上模具傾斜角γ。實驗設計採用適合建構二階反應曲面之Box-Behnken 6因子3水準的設計建立共49組模擬,使用統計軟體Minitab依Deform-3D有限元素分析的結果進行回歸分析,以建立旋轉鍛造成形力及下模穴填充率的預測模型(即反應曲面),進而探討各因子對旋轉鍛造成形力及下模穴填充率的影響以及最佳設計參數之水準。本文所建立的旋轉鍛成形力及填充率預測方程式與有限元素模擬的結果進行驗證,其結果證明預測模型具有相當的準確度。

並列摘要


In this study, an ideal FE model of cold rotary forging of a spur bevel gear is developed under the Deform-3D software. By this model, the main propose of this paper which is getting the optimum peak force value and filling rate could be found. To achieve the purpose above mentioned, the surface response methodology based on the Box-Behnken design of experiments with six factors will be employed to plan all simulation. There are six factors in the design, including the work-piece geometry with piece volume V, up and down diameter D_(1 ), and center diameter D_2 and the process parameter with feed amount of per revolution S, the distance of the upper and lower die c ,and inclination angle of the upper die γ. Use the Minitab software to do the regression analysis and develop the predicted equations. By doing so, it’s excepted using the FEM model and surface response methodology to find the optimum design of the peak force value and filling rate.

並列關鍵字

cold rotary forging FEM RSM spur bevel gear

參考文獻


[1] Samołyk, G., 2013, “Investigation of the cold orbital forging process of an AlMgSi alloy bevel gear”, Journal of Materials Processing Technology, Vol.213, No.10, pp. 1692-1702.
[3] Shivpuri, R., 1988, “Past developments and future trends in the rotary or orbital forging process”, Journal of Materials Shaping Technology, Vol.6, No.1, pp. 55-71.
[6] Standring, P. M., and Appleton, E., 1980, “Rotary forging developments in Japan, Part 1, Machine development and forging research”, Journal of Mechanical Working Technology, Vol.3, No.3, pp. 253-273.
[7] Schey, J. A., Venner, T. R., and Takomana, S. L., 1982, “Shape changes in the upsetting of slender cylinders”, Journal of Engineering for Industry, Vol.104, No.1, pp. 79-83.
[9] Oudin, J., Ravalard, Y., Verwaerde, G., and Gelin, J. C., 1985, “Force, torque and plastic flow analysis in rotary upsetting of ring shaped billets”, International journal of mechanical sciences, Vol.27, No.11, pp. 761-780.

延伸閱讀