博碩士論文 102323059 詳細資訊




以作者查詢圖書館館藏 以作者查詢臺灣博碩士 以作者查詢全國書目 勘誤回報 、線上人數:8 、訪客IP:3.85.245.126
姓名 邱紹靂(Shao-Li Chiu)  查詢紙本館藏   畢業系所 機械工程學系
論文名稱 顆粒於振動床內熱傳行為之研究
相關論文
★ 筆記型電腦改良型自然對流散熱設計★ 移動式顆粒床過濾器濾餅流場與過濾性能之研究
★ IP67防水平板電腦設計研究★ 汽車多媒體導航裝置散熱最佳化研究
★ 流動式顆粒床過濾器三維流場觀察及能性能測試★ 流動式顆粒床過濾器冷性能測試
★ 流動式顆粒床過濾器過濾機制研究★ 二維流動式顆粒床過濾器內部配置設計研究
★ 循環式顆粒床過濾器過濾性能研究★ 流動式顆粒床過濾器之流場型態設計與研究
★ 流動式顆粒床過濾器之流動校正單元設計與分析研究★ 流動式顆粒床過濾器之雙葉片型流動校正單元設計與冷性能過濾機制研究
★ 稻稈固態衍生燃料成型性分析之研究★ 流動式顆粒床過濾器之不對稱葉片設計與冷性能過濾機制研究
★ 流動式顆粒床過濾器之滾筒式粉塵分離系統與冷性能過濾及破碎效應研究★ 稻稈固態衍生燃料加入添加物成型性分析之研究
檔案 [Endnote RIS 格式]    [Bibtex 格式]    [相關文章]   [文章引用]   [完整記錄]   [館藏目錄]   至系統瀏覽論文 (2021-7-29以後開放)
摘要(中) 本論文主要以實驗的方式探討顆粒體受到垂直振動時的熱傳行為。其分析對象包括顆粒床體的溫度分佈、顆粒的熱擴散係數、及顆粒體自我擴散運動。研究主要定性探討振動顆粒體在不同的振動條件下的熱傳現象;為了量化熱傳現象,進一步以逆運算法定量分析振動床之振動條件與熱擴散係數間的關係;另外因為顆粒自我擴散運動會增強顆粒熱傳,為證明兩者間的關係,本論文也將以影像處理及粒子追蹤的方式,計算出顆粒自我擴散係數,再將自我擴散係數與熱擴散係數進行比較,實驗結果顯示,熱擴散係數與自我擴散運動呈現線性正相關。
摘要(英) This study investigates the effect of vertical vibration on the granular heat transfer phenomena. In order to qualify the thermal phenomena under different vibration conditions, the inverse numerical method is applied for estimating the effective thermal diffusivity of particle. Because the granular self-diffusivity can enhance the granular thermal performance, this study use Particle tracking velocimetry (PTV) to calculate the granular velocity and granular self-diffusivity. Then we compare the effective thermal diffusivity and granular self-diffusivity. The experimental results show that the effective thermal diffusivity increased with the increased granular self-diffusivity, and in a linear relationship.
關鍵字(中) ★ 顆粒
★ 振動床
★ 熱傳
★ 逆運算
關鍵字(英)
論文目次 摘要 I
Abstract II
致謝 III
目錄 IV
附表目錄 VI
附圖目錄 VII
符號說明 XIV
第一章 簡介 1
1.1顆粒體簡介 1
1.2顆粒體在振動床中的運動行為 2
1.3振動床顆粒的熱傳行為 9
1.4逆向熱傳導問題 10
1.5研究動機 11
第二章實驗設備與分析方法 13
2.1研究設備 13
2.2實驗原理與方法 18
2.2.1實驗參數 18
2.2.2 顆粒熱傳性質分析 18
2.2.3顆粒的傳輸性質影像分析 22
2.3顆粒流動性質介紹 23
2.3.1自我擴散理論 23
2.4顆粒熱傳性質介紹 24
2.4.1標準差簡介 24
2.4.2熱擴散係數簡介 25
2.5實驗步驟 25
2.5.1加熱顆粒床 25
2.5.2影像分析 26
2.6誤差分析 26
第三章結果與討論 29
3.1振動床系統振動條件對於顆粒床溫度分佈之影響 30
3.1.1不同的振動頻率對於顆粒床溫度分佈之影響 30
3.1.2不同的振動加速度對於顆粒床溫度分佈之影響 32
3.2振動床系統振動條件對於顆粒運動行為之影響 32
3.3逆運算分析顆粒熱擴散係數 34
第四章結論 37
參考文獻 38
參考文獻 [1]Faraday, M., 1831, “On a peculiar class of acoustical figures; and on certain forms assumed by groups of particles upon vibrating elastic surfaces,” Philosophical Transactions of the Royal Society of London, Vol. 121, pp. 299-340.
[2] Evesque, P., and Rajchenbach, J., 1989, “Instability in a sand heap,” Physical review letters, Vol. 62, pp. 44-46.
[3] Evesque, P., Szmatula, E., and Denis, J. P., 1990. “Surface fluidization of a sand pile,” EPL, Vol. 12, pp. 623-627.
[4] Wassgren, C. R., Brennen, C. E., and Hunt, M. L., 1995. “Vertical vibration of a deep bed of granular material in a container, ” Journal of applied mechanics, Vol.63, pp. 712-719.
[5] Hsiau, S. S. and Pan, S. J., 1998, “Motion state transitions in a vibrated granular bed,” Powder Technology, Vol. 96, pp.219-226.
[6] Faraday, M., 1831, “On a peculiar class of acoustical figures; and on certain forms assumed by groups of particles upon vibrating elastic surfaces,” Philosophical Transactions of the Royal Society of London, Vol. 121, pp. 299-340.
[7] Duran, J., Mazozi, T., Clement, E. and Rajchenbach, J., 1994, “Size segregation in a two-dimensional sandpile: Convection and arching effects,” Physical Review E, Vol. 50, pp. 5138–5141.
[8] Knight, J. B., Jaeger, H. M. and Nagel, S. R., 1993, “Vibration-induced size separation in granular media: The convection connection,” Physical Review Letters, Vol. 92, pp.3728-3731.
[9] Hsiau, S. S. and Chen, C. H., 2000, “Granular convection cells in a vertical shaker,” Powder Technology, Vol. 111, pp. 210-217.
[10] Yang, S. C. and Hsiau, S. S., 2000, “Simulation study of the convection cells in a vibrated granular bed,” Chemical Engineering Science, Vol. 55, pp.3627-3637.
[11] Tai, C. H. and Hsiau, S. S., 2004, “Dynamic behaviors of powders in a vibrating bed,” Powder Technology, Vol. 139, pp. 221-232.
[12] Wassgren, C. R., 1997. “Vibration of granular materials” Ph.D. Thesis, California Institute of Technology, California, USA.
[13] Knight, J. B., 1997, “External boundaries and internal shear bands in granular convection,”Physical Review E, Vol. 55, pp. 6016-6023.
[14] Rosato, A., Strandburg, K. J., Prinz, F. and Swendsen, R. H., 1987, “Why the Brazil nuts are on top: Size segregation of particulate matter by shaking,” Physical Review Letters, Vol. 58, pp. 1038-1040.
[15] Rodriguez-Linan, G. M. and Nahmad-Molinari, Y., 2006, “Granular convection driven by shearing inertial forces,” Physical Review E, Vol. 73, 011302.
[16]Lacey, P. M. C., “Development in the theory of particulate mixing,” J. Appl. Chem. Vol. 15, pp.257-268.
[17]Gyenis, J., 1999, “Assessment of mixing mechanism on the basis of concentration pattern,” Chem. Eng. Process, Vol. 38, pp. 665-674.
[18] Lu, L. S. and Hsiau, S. S., 2005, “Mixing in vibrated granular beds with the effect of electrostatic ford,” Powder Technology, Vol. 160, pp. 170-179.
[19] Lu, L. S., and Hsiau, S. S., 2008, “Mixing in a vibrated granular bed: Diffusive and convective effects,” Powder Technology, Vol.184, pp. 31-43.
[20] Cooke, W., Warr, S., Huntley, J. M. and Ball, R. C., 1996, “Particle size segregation in a two-dimensional bed undergoing vertical vibration,” Physical Review E, Vol. 53, pp.2812-2822.
[21] Hsiau, S. S. and Yu, H. Y., 1997, “Segregation phenomena in a shaker,” Powder Technology, Vol. 93, pp.83-88.
[22] Fan, L. S., and Zhu, C., 2005, Principles of gas-solid flows. Cambridge University Press.
[23] Nguyen, V. D., Cogné, C., Guessasma, M., Bellenger, E., and Fortin, J., 2009, “Discrete modeling of granular flow with thermal transfer: application to the discharge of silos,” Applied thermal engineering, Vol. 29, pp.1846-1853.
[24] Merckx, B., Dudoignon, P., Garnier, J. P., and Marchand, D., 2012, “Simplified Transient Hot-Wire Method for Effective Thermal Conductivity Measurement in Geo Materials: Microstructure and Saturation Effect,” Advances in Civil Engineering, Vol.2012.
[25] Tavman, I. H., 1996, “Effective thermal conductivity of granular porous materials,” International Communications in Heat and Mass Transfer, Vol.23, pp.169-176.
[26] Natarajan, V. V. R., and Hunt, M. L., 1997, “Heat transfer in vertical granular flows,” EXPERIMENTAL HEAT TRANSFER An International Journal, Vol.10, pp.89-107.
[27] Hsiau, S. S., and Hunt, M. L. 1993, “Kinetic theory analysis of flow-induced particle diffusion and thermal conduction in granular material flows,” Journal of heat transfer, Vol.115, pp.541-548.
[28] Shi, D., Vargas, W. L., and McCarthy, J. J., 2008, “Heat transfer in rotary kilns with interstitial gases,” Chemical Engineering Science, Vol.63, pp.4506-4516.
[29] Rahman, S. A., and Mujumdar, A. 2008, “Combined radiant and conductive vacuum drying in a vibrated bed,” International Journal of Food Engineering, Vol.4
[30] Schluender, E. U. 1981, “Heat transfer between packed, agitated and fluidized beds and submerged surfaces,” Chemical Engineering Communications, Vol,9, pp.273-302.
[31] Bukareva, M.F., Chlenov, V.A., and Mikhailov, N.V., 1971, “Investigation of heat transfer between heating surfaces and a vibro-fluidized bed,” International Chemical Engineering , Vol.1, pp.19-21.
[32] Thomas, B., Mason, M. O., Sprung, R., Liu, Y. A., and Squires, A. M., 1998, “Heat transfer in shallow vibrated beds,” Powder technology, Vol.99, pp.293-301.
[33] Siebert, A. W., Highgate, D., and Newborough, M., 1999, “Heat transfer characteristics of mechanically-stimulated particle beds,” Applied thermal engineering, Vol.19, pp.37-49.
[34] Wunschmann, J., Schluender, E. U., 1975, “Heat transfer from heated plates to stagnant and agitated beds of spherical shaped granules under normal pressure and vacuum,” Proceedings of the 5th Heat Transfer Conference(Tokyo), Vol. 5, pp. 49-53.
[35] Siebert, A., Newborough, M., & Highgate, D., 2002, “Heat transfer in mechanically-fluidized particle beds,” Chemical Engineering Research and Design, Vol.80, pp.332-334.
[36] Highgate, D. J., Probert, S. D., Ziane, C., & Pedersen, J. K., 1993, “Heat transfers through mechanically-stimulated particle beds,” Applied energy, Vol.46, pp.349-366.
[37]Shumakov, N. V., 1957, “A method for the experimental study of the process of heating a solid body,” Soviet Physics-Technical Physics, Vol.2, pp.771-781.
[38] Stolz, G., 1960, “Numerical solutions to an inverse problem of heat conduction for simple shapes,” Journal of heat transfer, Vol.82, pp.20-25.
[39] Beck, J. V., 1970, “Nonlinear estimation applied to the nonlinear inverse heat conduction problem,” International Journal of heat and mass transfer, Vol.13, pp.703-716.
[40] Beck, J. V., Litkouhi, B., & Clair Jr, C. S., 1982, “Efficient sequential solution of the nonlinear inverse heat conduction problem,” Numerical Heat Transfer, Part A Applications, Vol.5, pp.275-286.
[41] Alifanov, O. M., & Mikhailov, V. V., 1978, “Solution of the nonlinear inverse thermal conductivity problem by the iteration method,” Journal of Engineering Physics, Vol.35, pp.1501-1506.
[42] Mikhailov, V. V., 1983, “Question of the convergence of iteration methods of solving the inverse heat-conduction problem,” Journal of Engineering Physics and Thermophysics, Vol.45, pp.1263-1266.
[43] Jarny, Y., Ozisik, M. N., & Bardon, J. P., 1991, “A general optimization method using adjoint equation for solving multidimensional inverse heat conduction,” International journal of heat and mass transfer, Vol.34, pp.2911-2919.
[44]Huang, Cheng-Hung, and Bor-Herng Chao., 1997, “An inverse geometry problem in identifying irregular boundary configurations,” International Journal of Heat and Mass Transfer, Vol.40, pp.2045-2053.
[45] Huang, C. H., Ju, T. M., & Tseng, A. A., 1995, “The estimation of surface thermal behavior of the working roll in hot rolling process”, International journal of heat and mass transfer, 38(6), 1019-1031.
[46]Cui, Miao, Xiaowei Gao, and Jinbo Zhang., 2012, “A new approach for the estimation of temperature-dependent thermal properties by solving transient inverse heat conduction problems,” International Journal of Thermal Sciences , Vol.58, pp.113-119.
[47]Chen, Han-Taw, Shen-Yih Lin, and Lih-Chuan Fang., 2001, “Estimation of surface temperature in two-dimensional inverse heat conduction problems,”International Journal of Heat and Mass Transfer Vol.44, pp.1455-1463.
[48] Hunt, M. L., 1997 “Discrete element simulations for granular material flows: effective thermal conductivity and self-diffusivity,” International journal of heat and mass transfer , Vol.40, pp.3059-3068.
[50] Chen, X., & Louge, M., 2008, “Heat transfer enhancement in dense suspensions of agitated solids. Part I: Theory,” International Journal of Heat and Mass Transfer, Vol.51, pp.5108-5118.
指導教授 蕭述三(Shu-San Hsiau) 審核日期 2016-8-11
推文 facebook   plurk   twitter   funp   google   live   udn   HD   myshare   reddit   netvibes   friend   youpush   delicious   baidu   
網路書籤 Google bookmarks   del.icio.us   hemidemi   myshare   

若有論文相關問題,請聯絡國立中央大學圖書館推廣服務組 TEL:(03)422-7151轉57407,或E-mail聯絡  - 隱私權政策聲明