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研究生: 張家馨
Chang, Chia-Hsin
論文名稱: 高分子材料之微米壓印成形數值分析
Numerical Analysis on Microimprinting of Polymeric Materials
指導教授: 林育芸
Lin, Yu-Yun
學位類別: 碩士
Master
系所名稱: 工學院 - 土木工程學系
Department of Civil Engineering
論文出版年: 2011
畢業學年度: 99
語文別: 中文
論文頁數: 87
中文關鍵詞: 滾壓印CEL黏彈性材料流體材料壓印形狀
外文關鍵詞: R2R, microimprinting, CEL, viscoelastic, fluidic, imprinting shape
相關次數: 點閱:110下載:1
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  • 中文摘要
      本文主要建立二維有限元素分析模型模擬滾輪式微米壓印過程中材料因模具壓印所產生之變形狀況。數值模型採用Coupled Eulerian-Lagrangian 方法模擬黏彈性/流體材料與模具互動之動態分析。首先探討模具條件改變對於載重大小及壓印形狀的影響,包含模具軟硬和形狀特徵。同時,探討材料參數改變,包含材料性質和材料厚度對於壓印結果之影響。對黏彈性材料而言,原本預設壓印形狀平坦區於模具脫離後容易產生彈性恢復的隆起形狀,材料厚度越小,產生邊緣凸起高度較小;當材料鬆弛時間相對於壓印時間越長,其壓印形狀在模具脫離後整體改變越大。壓印速度影響載重大小,但模具與材料間之接觸摩擦係數對載重影響甚小。此外,亦探討有無重力場對流體材料壓印結果之影響。

    Abstract
      This thesis developed two-dimensional finite element models to simulate the deformation of imprinting material caused by the compression of the mold during roller imprinting process. The coupled Eulerian-Lagrangian method was used in the model for the dynamic analysis of the interaction between the viscoelastic/fluid material and the mold. The effects of the mold conditions, including the mold’s property and geometric feature, on the applied load and deformation were investigated. It was also discussed the effects of the material parameters on the imprinting results, such as material properties and thickness. For viscoelastic materials, the flat contact region elevated after the material separated from the mold. However, thin material has less elevation. For the materials whose relaxation time is longer than the loading time, the imprinting shape evolved and differed significantly from the mold feature, after the separation occurred. Imprinting velocity affects the applied load, but the contact friction coefficient does almost not. Besides, the influence of gravity was discussed for the imprinting results of the fluidic materials.

    目錄 中文摘要 I Abstract II 誌謝 III 目錄 V 表目錄 VIII 圖目錄 IX 第一章 緒論 1 1.1 研究動機與目的 1 1.2 本文內容及組織 1 第二章 滾輪式壓印成形技術與文獻回顧 3 2.1滾輪式壓印成形技術介紹 3 2.2滾壓印成形問題分析之文獻回顧 4 第三章 數值分析方法 12 3.1 分析方法 12 3.1-1 Lagrangian 模型 12 3.1-2 Eulerian模型 12 3.1-3 CEL (Couple Eulerian-Lagrangian) 模型 13 3.2 材料性質介紹 14 3.2-1 黏彈性材料 14 3.2-2 流體材料 16 第四章 黏彈性材料壓印成形數值分析 22 4.1 ABAQUS有限元素數值模型建立 22 4.2改變模具條件之壓印數值結果與討論 24 4.2-1使用剛性、軟性模具 24 4.2-2改變模具凹槽半徑 26 4.2-3改變模具形狀 27 4.3材料參數改變對壓印數值結果與討論 27 4.3-1黏彈性材料初始彈性模數改變 28 4.3-2黏彈性材料鬆弛時間改變 30 4.3-3黏彈性材料 值改變 31 4.3-4材料厚度改變 31 4.4模具與材料接觸條件μ改變對壓印數值結果與討論 32 第五章 流體材料壓印成形數值分析 70 5.1 流體材料黏滯性係數 =0.001Pas 70 5.2流體材料黏滯性係數 =0.1Pas 71 5.3流體材料黏滯性係數 =1Pas 72 第六章 結論 81 參考文獻 85 自述 87

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