| 研究生: |
邱奕銘 Chiu, Yi-Ming |
|---|---|
| 論文名稱: |
鋼板塗佈之流場數值與實驗研究 Numerical and Experimental Studies of The Flow of Thin Liquid Films Coated on Steel Plate |
| 指導教授: |
張錦裕
Jang, Jiin-Yuh |
| 學位類別: |
碩士 Master |
| 系所名稱: |
工學院 - 機械工程學系 Department of Mechanical Engineering |
| 論文出版年: | 2006 |
| 畢業學年度: | 94 |
| 語文別: | 中文 |
| 論文頁數: | 72 |
| 中文關鍵詞: | 塗膜厚度 、塗膜分離 、順輥塗裝 |
| 外文關鍵詞: | film thickness, film splitting, forward-roll coating |
| 相關次數: | 點閱:138 下載:3 |
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輥輪塗裝過程出現在輥輪表面之流紋,基本上是塗料在輥輪間流動不穩定性所造成。在帶漆輥與塗覆輥間的順輥塗裝過程中,因塗膜分離流場不穩定而出現在塗覆輥表面之流紋,在來不及流平的情況下轉印到底材表面。
本研究乃利用二維暫態流體力學理論,以瞭解塗料在順輥塗裝過程的流動行為。首先採用不同濃度甘油溶液,考量在不同輥輪轉速比所求得之塗料厚度改變,並與在中鋼內所進行之實驗數據相比較。另亦針對目前生產線上之實際塗附之塗料,模擬在不同輥輪轉速比、塗料黏度、塗料表面張力與輥輪間之間距情況下,求得各參數對整體塗料流場與塗膜厚度之影響與關係。最後從模擬分析結果中求出輥輪塗膜厚度比與線速比之關係式。
When thin film of liquid is produced by rolling it is commonly observed that the resultant film is nonuniform in thickness or ribbed. The ribs are caused by flow instability bascially. The unlevel ribs caused by film-splitting are print to material surface in forward-roll coating.
The thesis utilized 2-D transient fluid dynamics theory to show how the behavior of flow fluid in forward-roll coating. At first, different concentration of glycerine solution is used. The change of thickness of coating under different rotation speed of the roll is measured. Then, the numerical results for different rotational speed ratio, viscosity, surface tension and gap of rollers during the process of forward-roll coating were discussed. Finally, we find the functional relationship between the film thicknesses and speed ratio.
1.Pearson, J. R. A., 1959, “The Instability of Uniform Viscous Flow under
Rollers and Spreaders”, J. Fluid Mechanics, Vol.7, pp.481-500.
2.Yih, C. S., 1960, “Instability of a Rotating Liquid Film with a Free
Surface”, Proc. Roy. Soc. Section A., Vol.258, pp.63-89.
3.Pitts, E. and Greiller, J., 1961, “The Flow of Thin Liquid Films Between
Rollers”, J. Fluid Mechanics, Vol.11, pp.33-50.
4.Talor, G. I., 1963, “Cavitation of a Viscous Fluid in a Narrow Passage”,
J. Fluid Mech., Vol.16, pp.595-619.
5.Mill, C. C. and South, G. R., 1967, “Formation of Ribs on Rotating
Rollers”, J. Fluid Mechanics, Vol.28, pp.523-529
6.Coyle, D. J., 1984, “The Fluid Mechanics of Roll Coating: Steady Flows,
Stability and Rheology”, Ph.D. thesis, University of Minnesota,
Minneapolis, MN.
7.Coyle, D. J., Macosko, C. W. and Scriven, L. E., 1990, “Stability of
Symmetric Film Splitting Between Counter-rotating Cylinders”, J. Fluid
Mechanics, Vol.216, pp.437-458.
8.Savage, M. D., 1992, “Meniscus Insatbility and Ribbing”, Industrial
Coating Research, Vol.2, pp.47-58.
9.Hasegawa, T. and Sorimachi, K., 1993, “Wavelength and Depth of Ribbing in
Roll Coating and Its Elimination”, AICHE J., Vol.39, No.6, pp.935-945.
10.Coyle, D. J., 1997, Knife and Roll Coating, Chap. 12 in Liquid Film
Coating, ed. by Kistle, S. F. and Schweizer, P. M., Chapman & Hall, London,
UK.
11.Gurfinkel Castillo, M. E. and Patera, A. T., 1997, “Three-Dimensional
Ribbing Instability in Symmetric Forward Roll Film Coating Process”, J.
Fluid Mechanics, Vol.355, pp.323-359.
12.Carvalho, M. S. and Scriven, L. E., 1999, “Three Dimensional Stability
Analysis of Free Surface Flows: Application to Forward Deformable Roll
Coating”, Journal of Computational Physics, Vol.151, pp.534-562.
13.Varela Lopez, F., Pauchard, L., Rosen, M., Rabaud, M., 2002, “Non-
Newtonian Effects on Ribbing Instability Threshold”, J. Non-Newtonian
Fluid Mech., Vol.103, pp.123-139.
14.Benkreira, H., Edwards, M. F. and Wilkinson, W. L., 1981, “A Semi-
Empirical Model of The Forward Roll Coating Flow of Newtonian Fluids”,
Chemical Engineering Science, Vol.36, pp.423-427.
15.Savage, M. D., 1982, “Mathematical Models for Coating Processes”, J.
Fluid Mech., Vol.117, pp.443-455.
16.Coyle, D. J., Macosko, C. W. and Scriven, L. E., 1986, “Film-Splitting
Flows in Forward Roll Coating”, J. Fluid Mech., Vol.171, pp.183-207.
17.CFD-ACE(U),CFD Research Corporation, Alabama, USA,2003.
18.Van Doormaal, J. P. and Raithby, F. D., “Enhancements of the SIMPLE method
predicting Incompressible fliud flows”, Numerical Heat Transfer, Vol. 7,
pp. 147-163, 1984.
19.S. V. Patankar, Numerical heat transfer and fluid flow, Hemisphere
publishing corpotation, 1987.