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  1. NTU Theses and Dissertations Repository
  2. 工學院
  3. 應用力學研究所
Please use this identifier to cite or link to this item: http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/64112
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dc.contributor.advisor陳國慶(Kuo-Ching Chen)
dc.contributor.authorHsen-Hao Janen
dc.contributor.author任笙豪zh_TW
dc.date.accessioned2021-06-16T17:30:31Z-
dc.date.available2012-08-19
dc.date.copyright2012-08-19
dc.date.issued2012
dc.date.submitted2012-08-15
dc.identifier.citation1.H.S. Leff, A.F. Rex, and D.L. Hogenboom, Maxwell's Demon: Entropy, Information, Computing. American Journal of Physics, 1992. 60: 282-283.
2.I. Goldhirsch, and G. Zanetti, Clustering instability in dissipative gases. Physical Review Letters, 1993. 70: 1619-1622.
3.J. Eggers, Sand as Maxwell's demon. Physical Review Letters, 1999. 83: 5322-5325.
4.R.D. Wildman, and J.M. Huntley, Novel method for measurement of granular temperature distributions in two-dimensional vibro-fluidised beds. Powder Technology, 2000. 113: 14-22.
5.R. Mikkelsen, D. Van Der Meer, K. Van Der Weele, and D. Lohse, Competitive clustering in a bidisperse granular gas: Experiment, molecular dynamics, and flux model. Physical Review E, 2004. 70: 061307.
6.G. Costantini, D. Paolotti, C. Cattuto, and U. M. B. Marconi, Bistable clustering in driven granular mixtures. Physical A, 2005. 347: 411-428.
7.R. Lambiotte, J.M. Salazar, and L. Brenig, From particle segregation to the granular clock. Physics Letters A, 2005. 343: 224-230.
8.S. Viridi, M. Schmick, and M. Markus, Experimental observations of oscillations and segregation in a binary granular mixture. Physical Review E, 2006. 74: 041301.
9.M. Hou , H. Tu, R. Liu, Y. Li, K. Lu, P. Y. Lai, C. K. Chan, Temperature oscillations in a compartmentalized bidisperse granular gas. Physical Review Letters, 2008. 100: 68001.
10.K.C. Chen, C.H. Lin, and W.L. Hsieh, Two types of oscillation in unequally compartmentalized granular gases. Physical Review E, 2012. 85.
11.Z. Farkas , F. Szalai, D. E. Wolf, T. Vicsek, Segregation of granular binary mixtures by a ratchet mechanism. Physical Review E, 2012. 65.
12.S.H. Shah, Y. C. Li, F. F. Cui, Q. Zhang, and M. Y. Hou, Directed segregation in compartmentalized bi-disperse granular gas. Chinese Physics B, 2012. 21: 014501.
13.K.C. Chen, C. C. Li, C. H. Lin, L. M. Ju, and C. S. Yeh, Experimental Study of Three-Compartmentalized Granular Follower. Journal of the Physical Society of Japan, 2008. 77: 084403.
14.謝萬霖, 侵入者對顆粒氣體臨界聚集溫度之探討. 國立台灣大學應用力學研究所碩士論文, 2010.
dc.identifier.urihttp://tdr.lib.ntu.edu.tw/jspui/handle/123456789/64112-
dc.description.abstract本文主要探討顆粒氣體在二格非對稱容器中的顆粒振盪現象。我們改變容器參數值(開口大小、區間的寬度、深度、底板傾角),使二格容器產生不對稱性,觀察此改變對顆粒氣體系統造成的影響。
我們在各二格非對稱容器的顆粒配比相圖中發現兩種不同區域的顆粒振盪(granular oscillation,簡寫GO),其分類如下:GO1 & GO2為非對稱寬度容器中的顆粒振盪;GOM & GOS為非對稱深度容器中的顆粒振盪;GOI & GOO為非對稱傾斜底板容器中的顆粒振盪。其中,GO1的顆粒流動時間特徵為寬區到窄區的時間較長,窄區到寬區的時間較短;GO2則是從窄區道寬區的時間較長,寬區到窄區的時間較短,出現反轉現象。此外GOI & GOO也有與GO1&GO2相似的顆粒流動時間反轉的關係,但是GOM & GOS則無反轉現象發生。
我們將研究的焦點放在二元顆粒氣體系統的顆粒振盪上。我們統計顆粒流動時間(τRL、τLR,其中下標RL代表顆粒從右區流動到左區,LR代表顆粒從左區流動到右區)和高速攝影機對二元顆粒氣體系統的顆粒振盪進行研究。我們發現:容器幾何參數增加將使GO1、GO2、GOM、GOS的兩向顆粒流動時間差值(τRL -τLR )增加。而GOI & GOO之顆粒流動時間則受到顆粒配比影響。
最後,我們嘗試將寬度與深度兩個容器的非對稱參數進行偶合,最後得到容器寬度比與深度比在多顆粒配比下的等效曲線。而容器內顆粒系統則以等效曲線為界分為從淺區到深區的流動時間較長,與從深區到淺區的顆粒流動時間較長兩種趨勢。
zh_TW
dc.description.abstractThis article explores the granular gases in the compartmentalized systems. We try to change the geometry parameters of asymmetric container (width ratio, height ratio, and angle of bottom) in order to study the phenomenon of granular gases.
We found two different granular oscillation in each asymmetric container. The phase diagram of granular number has two oscillating areas. They are GO1&GO2 in asymmetric width container, GOM&GOS in asymmetric height container and GOI&GOO in asymmetric slope bottom container. In GO1 state, the granular gases spend longer time moving from the wider compartment to the narrower compartment; However, GO1 and GO2 are the opposite. In addition, GOI & GOO share the same trend with GO1 & GO2, but GOM and GOS are not. .
And then, we focus on the granular oscillation. We count the τRL and τLR, and use the high-speed camera to record the movement of particles in the granular oscillation. (τRL -τLR ) are increases when the geometry parameter of asymmetric container is enlarged in GO1, GO2, GOM and GOS state. GOI’s and GOO’s τ are dependent on granular proportion.
Finally, we combine the parameters of width ratio and height ratio to get the equivalent curves between the two parameters. The curves is the boundary of the two trend of τ: (1) The granular gases spend longer time moving from the higher compartment to the lower compartment. (2) The granular gases spend longer time moving from the lower compartment to the higher compartment.
en
dc.description.provenanceMade available in DSpace on 2021-06-16T17:30:31Z (GMT). No. of bitstreams: 1
ntu-101-R98543061-1.pdf: 4398923 bytes, checksum: dea9f909a818062db20c6d727893149b (MD5)
Previous issue date: 2012
en
dc.description.tableofcontents摘要 i
Abstract ii
目錄 iii
圖目錄 vi
表目錄 ix
顆粒氣體系統現象代號對照表 x
第一章 緒論 1
1 - 1 前言 1
1 - 2 文獻回顧 2
顆粒氣體系統 2
顆粒溫度 3
分格垂直振動顆粒氣體系統與Eggers通量模型 4
二元顆粒氣體 7
顆粒振盪現象 9
非對稱寬度容器顆粒振盪現象 16
非對稱深度容器的顆粒分離現象 17
使用鋸齒狀底板進行顆粒分離 18
1.3研究動機與實驗架構 22
第二章 實驗架設 23
2 - 1 實驗器材 23
顆粒材料 23
實驗容器 24
抗靜電處理 25
2 - 2 實驗儀器 25
振動裝置 26
量測裝置 29
攝影裝置 30
第三章 二格容器之幾何非對稱性 32
3 - 1 二格非對稱寬度容器內的顆粒振盪現象 32
顆粒配比相圖 32
顆粒振盪現象 37
3 - 2 二格非對稱深度容器內的顆粒振盪現象 45
顆粒配比相圖 45
顆粒振盪現象 48
殘留顆粒現象 51
顆粒有效流動高度參數 53
3 - 3 非對稱參數κ和χ之等效曲線 57
二格容器之兩區間容積相等 57
寬度比κ和深度比χ之等效曲線 58
第四章 傾斜底板容器內的顆粒氣體系統 63
4 - 1 兩種顆粒流動時間的顆粒振盪現象 63
容器內放入30顆不鏽鋼珠 65
容器內放入10顆不鏽鋼珠 66
4 - 2 顆粒配比相圖 68
4 - 3 顆粒振盪現象 70
GOO與GOI 70
傾斜底板與水平夾角為0、10、20、30度 71
4 - 4 傾斜底板容器的顆粒通量 73
Nh=30時,傾斜底板方向變化對顆粒通量的影響 73
Nh=10時,傾斜底板方向變化對顆粒通量的影響 75
第五章 結論與未來展望 79
5 - 1 結論 79
5 - 2 未來展望 82
非對稱寬、深度二格容器內顆粒氣體系統實驗 82
二格傾斜底板容器內顆粒氣體系統實驗 82
參考文獻 83
dc.language.isozh-TW
dc.subject非對稱性zh_TW
dc.subject二格容器zh_TW
dc.subject二元顆粒氣體zh_TW
dc.subject顆粒振盪zh_TW
dc.subjectbidisperse granular gasesen
dc.subjecttwo-compartmentalized containeren
dc.subjectgranular oscillationen
dc.subjectasymmetricen
dc.title容器幾何參數對顆粒鐘現象的影響zh_TW
dc.titleThe influence of geometry parameters on granular oscillationen
dc.typeThesis
dc.date.schoolyear100-2
dc.description.degree碩士
dc.contributor.oralexamcommittee林祺皓(Chi-Hao Lin),戴義欽(Yih-Chin Tai),郭志禹(Chih-Yu Kuo)
dc.subject.keyword二元顆粒氣體,二格容器,顆粒振盪,非對稱性,zh_TW
dc.subject.keywordbidisperse granular gases,two-compartmentalized container,granular oscillation,asymmetric,en
dc.relation.page84
dc.rights.note有償授權
dc.date.accepted2012-08-16
dc.contributor.author-college工學院zh_TW
dc.contributor.author-dept應用力學研究所zh_TW
Appears in Collections:應用力學研究所

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