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研究生: 林倩如
Lin, Chien-Ju
論文名稱: 有限元素分析局部尖銳凹痕圓管在循環彎曲負載下之行為
Finite Element Analysis on the Response of Local Sharp-dented Circular Tubes under Cyclic Bending
指導教授: 潘文峰
Pan, Wen-Fung
學位類別: 碩士
Master
系所名稱: 工學院 - 工程科學系
Department of Engineering Science
論文出版年: 2016
畢業學年度: 104
語文別: 中文
論文頁數: 62
中文關鍵詞: 有限元素分析局部尖銳凹痕曲度橢圓化循環彎矩
外文關鍵詞: ANSYS, local sharp-dented, circular tube, cyclic bending, ovalization
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  • 本文以有限元素軟體ANSYS Workbench 15.0分析不同尖銳凹痕深度之6061-T6鋁合金圓管,承受對稱曲度控制循環彎曲負載下之力學行為。其中的學行為有:彎矩-曲度和橢圓化-曲度關係,不同的凹痕深度為:0、0.3、0.6、0.9及1.2 mm,而曲度控制在±0.4m-1之間。由分析結果顯示,不論有無凹痕,圓管在彎矩-曲度關係皆呈現穩定迴圈的形式,而橢圓化-曲度關係則呈現棘齒狀成長的趨勢。若比較不同凹痕深度的分析結果,會發現,凹痕深度對於彎矩-曲度關係並沒有太大影響,而無凹痕時橢圓化-曲度關係呈現對稱成長的趨勢,有凹痕時則呈現不對稱成長的趨勢,且凹痕深度越深,不對稱的現象越明顯,橢圓化增長也越快速。最後,本文將ANSYS分析的結果與實驗結果作比較,結果顯示,ANSYS的分析能合理的描述實驗結果。

    In this study, the finite element software ANSYS Workbench 15.0 is used to analyze the mechanical response of local sharp-dented 6061-T6 aluminum alloy tubes submitted to symmetrical curvature-controlled cyclic bending. The mechanical response includes the moment-curvature and ovalization-curvature relationships, the dent depths are 0, 0.3, 0.6, 0.9 and 1.2 mm, the controlled curvature is ±0.4 m-1. According to the analysis result, the moment-curvature curves show a stable loop for tubes with or without a dent. However, the ovalization-curvature curves exhibit an increasing and ratcheting manner with the number of cycles. By comparing the analysis result for different dent depths, the moment-curvature curves reveal almost no influence by the variation of dent depths. But the ovalization-curvature curves show a symmetrical trend for tubes without a dent and unsymmetrical trend for tubes with a dent. In addition, deeper dent depths lead to more sever unsymmetrical trend and faster increase of ovalization. Finally, by comparison of the ANSYS analysis and the experimental finding, it can be found that the ANSYS analysis can properly simulate the experimental data.

    摘要.....I Abstract........II 誌謝.....IX 目錄.....X 表目錄...XII 圖目錄...XIII 符號說明..XVI 第一章緒論.......1 1-1研究背景......1 1-2文獻回顧......1 1-3研究動機......8 1-4論文內容......9 第二章理論基礎....10 2-1有限元素法....10 2-2塑性理論概述...14 2-2-1 雙線段動態硬化法則(Bilinear kinematic hardening) .................17 2-2-2 多線段動態硬化法則(Multilinear kinematic hardening)......18 2-3有限元素分析軟體ANSYS Workbench介紹.....21 2-3-1前處理(pre-processing)......21 2-3-2有限元素分析(Finite Element Analysis)......23 2-3-3後處理(Post-processing).....25 第三章 ANSYS Workbench分析.......27 3-1材料參數..............27 3-2有限元素模型的建立.....28 3-2-1幾何模型....29 3-2-2網格分割....30 3-2-3元素說明....31 3-3邊界條件與負載..32 3-3-1圓管產生凹痕..32 3-3-2圓管受循環彎曲負載...37 3-4求解過程..............41 第四章ANSYS分析結果.......44 4-1 彎矩與曲度關係........44 4-2橢圓化與曲度關係.......50 第五章結論................56 第六章參考文獻............58

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