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研究生: 簡鉅鍊
Chien, Chu-Lien
論文名稱: 線性高分子溶液之流變性質及其分子量研究
Studies on the rheological property and molecular weight of linear polymer solution
指導教授: 黃玲惠
Huang, Lynn L.H.
學位類別: 碩士
Master
系所名稱: 生物科學與科技學院 - 生物科技研究所
Institute of Biotechnology
論文出版年: 2003
畢業學年度: 91
語文別: 中文
論文頁數: 84
中文關鍵詞: 流變學分子量
外文關鍵詞: rheology, molecular weight
相關次數: 點閱:53下載:3
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  • 有很多種方法可用來測高分子分子量分佈,如凝膠滲透層析法(Gel permeation chromatography)、光散射法(light scattering)及基質輔助激光質譜儀(MADLI-MS)等等。但是這些方法有它們各自的缺點,如凝膠滲透層析法對高分子量不靈敏容易塞管;光散射法對低分子量有誤差且需要有精確的折射率,而基質輔助激光質譜儀所測得之分子量偏低等等。因此基於大小分子量的高分子都會對其黏彈性質有所貢獻的理由,本研究擬建立一高分子溶液黏彈性質之研究模型,來探討其應用於評估線性高分子分子量分佈的可能性,作為更完善之分子量分佈量測方法的發展基礎。
    在流變學的領域中,已經發展出一種經由熔融態線性高分子的黏彈性質(彈性模數與黏滯模數)去轉換成其分子量的分佈情形。因此本研究選定聚異丁烯(polyisobutylene)為研究的線性高分子物質,探討高分子在熔融態及溶液態下黏彈性質的異同,更針對溶劑與高分子間的作用力、高分子的分子量、濃度與溫度等影響黏彈性質的因素作深入的研究。從結果可得到高分子溶液的黏彈性質與濃度及溫度的經驗式,也觀察到在溶液態下分子量分佈的範圍會隨著濃度的提高而變廣的現象,而且更可以發現到鬆弛時間的乘冪係數越小分子量分佈就會越廣,反之鬆弛時間的乘冪係數越大分子量的分佈就越窄。所以,本研究提供了一個量測高分子溶液之分子量分佈方法的研究途徑。

    There are many ways to measure the distribution of molecular weight of polymers, such as gel permeation chromatography (GPC), light scattering, and MADLI-MS, etc. But there still exists many problems. GPC encounters a problem of clogging, and not sensitive. Light scattering is not suitable for measuring low molecular weight polymers, and it needs precise reflection index. The molecular weight is lower as measured by MADLI-MS. Since both high and low molecular weight polymers would contribute to the viscoelastic property of a polymer solution, the aim of our research is to establish a research model for the viscoelastic property of polymer solutions, and to investigate its ability for examining the molecular weight distribution for a further method development.
    In the field of rheology, the relationships between the viscoelastic property (elastic modules and viscous modules) of polymer melt and its molecular weight distribution have been developed. In this study, a linear polymer, polyisobutylene (PIB) will be used to investigate the differences of viscoelastic property between polymer melt and polymer solution, and also a series of discussions about how to make clear the interactions between polymer and solvent, molecular weight, concentration, and temperature of the viscoelastic property of polymer solution were carried out. From the results, we can get the experience equations of viscositic and elastic modulus with concentration and temperature and we observe the molecular weight distribution is broader as concentration goes higher. Furthermore, we also find the lower the relaxation time exponent α the broader the molecular weight distribution. On the other hand, the higher the relaxation time exponent α the narrower the molecular weight distribution. Consequently, this study approves a way about the molecular weight distribution of polymer solution study.

    中文摘要 英文摘要 誌謝 目錄 圖目錄 第一章 緒論……………………………………………… 1 1.1研究動機…………………………………………………………1 1.2文獻回顧…………………………………………………………2 1.2.1高分子模型的闡釋…………………………………………..2 A.基本觀念……………………………………………………….. 2 B.圓珠-彈簧模型…………………………………………………. 3 C.網絡模型……………………………………………………….. 3 D.蠕動模型……………………………………………………….. 4 1.2.2鏈間纏繞……………………………………………………..5 1.2.3高分子的流變性質與其分子量的分佈……………………..6 A.動態測試理論………………………………………………….. 6 B.動態測試圖形………………………………………………….. 9 C.WLF方程式與時間-溫度疊合原理…………………………… 9 D.主要曲線……………………………………………………….. 10 E.高分子物質的分子量分佈…………………………………….. 11 1.2.4 高分子溶液狀態與其流變性質…………………………….12 A.溶劑與高分子間的作用……………………………………….. 12 B.溫度效應對高分子流變行為的影響………………………….. 13 C.濃度與高分子溶液的流變行為……………………………….. 13 D.分子量與高分子流變行為……………………………………. 14 1.3 研究目的……………………………………………………….14 第二章 實驗藥品、設備與方法………………………….. 22 2.1 實驗藥品……………………………………………………….22 2.2 實驗儀器………………………………………………… 23 2.3 實驗方法………………………………………………… 24 2.3.1黏度法測高分子之分子量……………………………… 24 2.3.2 線性黏彈範圍的決定………………………………….. 25 2.3.3 光散射分析求分子量分佈……………………………... 25 2.3.4 透明質酸的定量………………………………………. 26 第三章 熔融態線性高分子的分子量分佈……………….. 28 3.1 背景與目的……………………………………………… 28 3.2 材料與方法……………………………………………… 28 3.3 實驗結果………………………………………………… 29 3.4 討論……………………………………………………... 29 第四章 高分子溶液的流變性質與其分子量分佈……….. 43 4.1背景與目的……………………………………………….. 43 4.2 材料與方法……………………………………………… 43 4.2.1溶劑與流變性質……………………………………….. 43 4.2.2濃度與流變性質……………………………………….. 44 4.2.3分子量與流變性質……………………………………... 44 4.2.4 溫度與流變性質………………………………………. 44 4.2.5 黏彈模數與濃度及溫度的關係………………………… 45 4.2.6 不同濃度及溫度下黏滯模數與彈性模數的關係………….45 4.2.7 高分子溶液的分子量分佈……………………………... 46 4.3 實驗結果………………………………………………… 46 4.4 討論……………………………………………………... 47 第五章 生物線性高分子的流變性質…………………….. 72 5.1背景與目的……………………………………………….. 72 5.2 材料與方法……………………………………………… 72 5.3 實驗結果………………………………………………… 73 5.4 討論……………………………………………………... 73 第六章 結論……………………………………………….. 79 第七章 參考文獻………………………………………….. 81 圖目錄 圖1.1 高分子的分子量分佈曲線……………………………... 15 圖1.2 圓珠-彈簧模式………………………………………... 15 圖1.3 熔融態高分子的纏繞圖……………………………….. 16 圖1.4 蠕動所造成的構形改變與應力鬆弛……………………. 16 圖1.5 高分子受形變後,鏈的扭曲與鬆弛現象……………….. 17 圖1.6 圓珠-彈簧模型………………………………………... 17 圖1.7 油壺模型……………………………………………... 18 圖1.8凱文- 佛格脫模型……………………………………... 18 圖1.9 馬克斯威爾模型………………………………………. 19 圖1.10黏彈性流體模型……………………………………… 19 圖1.11樣品A的頻率掃瞄…………………………………… 20 圖1.12 參考溫度對樣品A的效應…………………………… 21 圖1.13線型彈性高分子溶液的濃度體系……………………… 21 圖3.1 動態黏彈測試:重量平均分子量500,000……………… 31 圖3.2 主要曲線:重量平均分子量500,000…………………… 32 圖3.3鬆弛圖譜:重量平均分子量500,000…………………… 33 圖3.4分子量分佈曲線:重量平均分子量500,000……………… 34 圖3.5動態黏彈測試:重量平均分子量 840,000……………… 35 圖3.6主要曲線:重量平均分子量840,000…………………… 36 圖3.7鬆弛圖譜:重量平均分子量840,000…………………… 37 圖3.8分子量分佈曲線:重量平均分子量840,000……………… 38 圖3.9動態黏彈測試:重量平均分子量1,700,000……………… 39 圖3.10主要曲線:重量平均分子量1,700,000………………… 40 圖3.11鬆弛圖譜:重量平均分子量1,700,000………………… 41 圖3.12分子量分佈曲線:重量平均分子量1,700,000……………42 圖4.1 動態黏彈測試:環己烷或吉草酸為溶劑……………….. 49 圖4.2 黏彈模數與濃度關係圖……………………………….. 51 圖4.3 黏彈模數與分子量的關係圖…………………………... 54 圖4.4分子量500,000的聚異丁烯的黏彈模數與溫度之關係圖….56 圖4.5分子量840,000的聚異丁烯的黏彈模數與溫度之關係圖….58 圖4.6分子量1,700,000的聚異丁烯的黏彈模數與溫度之關係圖.60 圖4.7彈性模數與濃度關係之乘冪線性迴歸圖………………... 62 圖4.8黏滯模數與濃度關係之乘冪線性迴歸圖………………... 64 圖4.9彈性模數與溫度關係之乘冪線性迴歸圖………………... 66 圖4.10黏滯模數與溫度關係之多項式線性迴歸圖……………… 68 圖4.11 不同濃度下黏滯模數與彈性模數的關係圖………………69 圖4.12 不同溫度下黏滯模數與彈性模數的關係圖………………70 圖4.13 分子量分佈曲線與濃度之關係圖……………………... 71 圖5.1 濃度10mg/ml的甲基纖維素之動態黏彈測試圖…………. 74 圖5.2濃度15mg/ml的甲基纖維素之動態黏彈測試圖………….. 75 圖5.3濃度20mg/ml的甲基纖維素之動態黏彈測試圖………….. 76 圖5.4濃度15mg/ml的透明質酸之動態黏彈測試圖…………….. 77 圖5.5濃度20mg/ml的透明質酸之動態黏彈測試圖…………….. 78

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