博碩士論文 966204016 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:19 、訪客IP:18.191.181.228
姓名 林雅停(Ya-ting Lin)  查詢紙本館藏   畢業系所 應用地質研究所
論文名稱 利用雙封塞微水試驗推估裂隙含水層水力傳導係數
(Estimation of Hydraulic Conductivity of Fractured aquifer Using Double Packer Slug Test)
相關論文
★ 微水試驗以兩階段式方法推估薄壁因子與含水層水力導數★ 受負薄壁效應影響微水實驗參數推估方法
★ 單井循環流水力實驗之理論改進與發展★ 地表下NAPL監測技術-薄膜擴散採樣器之發展
★ 水文地層剖析儀與氣壓式微水試驗儀調查淺層含水層水力傳導係數之研究★ Evaluation and management of groundwater resource in Hadong area of Vietnam using groundwater modeling
★ 利用時間分數階移流模式對非反應性示蹤劑在裂隙介質的分析★ 時間分數階傳輸模式對反應性示蹤劑砂箱實驗之分析
★ 多深度微水試驗之測試段長度對水力傳導係數影響★ 時間分數階徑向發散流場傳輸模式與單一裂隙示蹤劑試驗分析
★ 含水層下邊界對於斜井雙極水流試驗影響★ 大傾角裂隙岩層抽水試驗用雙孔隙率模式分析
★ 裂隙岩層的水流流通面積對跨孔雙封塞 微水試驗資料分析之影響★ 有效井管半徑模式與有限厚度模式對薄壁效應多深度微水試驗之比較
★ 非受壓含水層之三維斜井捕集區解析解★ 利用分布參數方法發展傾斜裂隙岩層 抽水試驗雙孔隙率模式
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]   [檢視]  [下載]
  1. 本電子論文使用權限為同意立即開放。
  2. 已達開放權限電子全文僅授權使用者為學術研究之目的,進行個人非營利性質之檢索、閱讀、列印。
  3. 請遵守中華民國著作權法之相關規定,切勿任意重製、散佈、改作、轉貼、播送,以免觸法。

摘要(中) 裂隙含水層中進行水力試驗時,地下水流場之水流維度(flow dimension)可能不是一維(單向)、二維(徑向)或三維(球狀)情況,而是分數維度,須由碎形幾何的概念來討論。新竹尖石裂隙含水層場址進行雙封塞微水試驗(double packer slug test,DPT),獲得具定常振盪週期和固定振幅比的振盪反應,與高滲透顆粒性含水層微水試驗的振盪反應有相同特徵,屬二維徑向流情況。又因DPT的初始壓差較小(<0.5 m),不影響低滲透性岩體母質的水壓,故DPT資料分析簡化為單孔隙率(僅考慮裂隙中水壓變化)、二維徑向流、類穩態(quasi-stead-state)模式,成功地分析DPT資料。一般的DPT 並無觀測井水位記錄,本研究則在執行DPT時,於測試井鄰近的觀測井量測水位變化。發現觀測井水位亦呈現振盪反應,但振幅較小,週期較長。因地下水流入(出)測試井時,地下水流出(入)觀測井,故測試井與觀測井的水位振盪存有相位差。目前尚無合適模式可分析觀測井的水位振盪。未來將發展觀測井振盪水位資料之分析模式,以便與測試井資料分析對比,提升裂隙含水層水文地質的瞭解。
摘要(英) The dimension of the groundwater flow field associated with a hydraulic test in a fractured formation may not be one-dimensional (uniform)、two-dimensional (radial) or three-dimensional (spherical). Instead, the flow dimension may be fractional, representative of certain fractal geometry. The oscillatory response of double-packer slug tests in the fractured formation in Jianshi county have constant periods and constant amplitude ratio, satisfying the characteristics of a two-dimensional radial flow condition. Because the initial pressure water pressure in the fracture can be likely neglected without introducing significant error. As a result, data analysis of DPT can be simplified using a single porosity (fracture only)、two-dimensional radial flow and quasi-stead-state model. Successful results are obtained using this modeling approach. Moreover, water level measured at an observation well close to the tested well of the DPT exhibits oscillatory response with smaller amplitudes and shorter periods. There is a phase lag between the oscillatory response from the tested well and the observation well, indicating that when groundwater flowed into (out) the observation well, the groundwater flowed out (in) the test well. So far, there has no suitable model for analyzing the oscillation of water level in observation well, and thus the future study should focus on the development of a DPT model that can be used to analyze the oscillatory response from the observation well in a fractured formation.
關鍵字(中) ★ 雙封塞微水試驗
★ 裂隙含水層
★ 水力傳導係數
關鍵字(英) ★ Double Packer Slug Test
★ Hydraulic Conductivity
★ Fractured aquifer
論文目次 中文提要 i
英文提要 ii
誌謝 iii
目錄 iv
圖目錄 vi
表目錄 xi
符號說明 xii
第一章 背景與研究目的 1
1.1背景 1
1.2研究目的 9
第二章 不同形狀因子的比較 10
2.1 各模式形狀因子模式介紹 10
2.2 各模式形狀因子的比較及討論 31
第三章 實驗場址介紹與雙封塞微水試驗資料分析方法 34
3.1實驗場址介紹 34
3.2 雙封塞微水試驗流程 34
3.3 雙封塞微水試驗資料分析方法 38
3.3.1 振盪反應分析方法 38
3.3.2 非振盪反應分析方法 42
第四章雙封塞微水試驗資料分析與結果 46
4.1地下水流維度整數與非整數之討論 46
4.2雙封塞微水試驗之資料 48
4.3測試井雙封塞微水試驗資料分析結果 48
4.4觀測井雙封塞微水試驗資料定性分析結果 72
第五章結論與建議 84
5.1結論 84
5.2建議 84
參考文獻 87
參考文獻 [1] Muskat M., The flow of homogeneous fluids through porous media, New York:McGraw-Hill, 1937.
[2] Barenblatt, G. I., Yu. P. Zheltov, and I. N. Kochina, “Basic concepts in the theory of seepage of homogeneous liquids in fissured rock ”, Prikladna matematika i mekhanika, 24(5), 852-864, 1960.
[3] Warren, J. E., and P. J. Root, “The behavior of naturally fractured reservoirs ”, Society of Petroleum Engineers journal, 3, 245-255, 1963.
[4] Kazemi, H., “Pressure transient analysis of naturally fractured reservoirs with uniform fracture distribution ”, Society of Petroleum Engineers journal, 9, 451-462, 1969.
[5] Dontsov, K. M., and V. T. Boyarchuck, “Effect of characteristics of a naturally fractured medium upon the shape of buildup curves ”, Izvestiya Vysshikh Uchebnykh Zavedenii, Neft Gaz, 1, 42-46, 1971.
[6] de Swaan O. A., “Analytic solutions for determining naturally fractured reservoir properties by well testing ”, Society of Petroleum Engineers journal, 16, 117-122, 1976.
[7] Boulton, N. S., and T. D. Streltsova, “Unsteady flow to a pumpws well in a fissured water-bearing formation ”, Journal of Hydrology, 35, 257-269, 1977.
[8] Boulton, N. S., and T. D. Streltsova, “Unsteady flow to a pumped well in a fissured aquifer with a free surface level maintained constant ”, Water Resources Research, 14, 527-532,1978.
[9] Najurieta, H. L., “A theory for pressure transient analysis in naturally fractured reservoirs”, Journal of Petroleum Technology, 32, 1241-1250, 1980.
[10] Serra, K., A. C. Reynolds, and R. Raghavan, “New pressure transient analysis methods for naturally fractured reservoirs ”, Journal of Petroleum Technology, 35, 1902-1914, 1983.
[11] Streltsova, T. D., “Well pressure behavior of a naturally fractured reservoir ”, Society of Petroleum Engineers journal, 23, 769-780, 1983.
[12] Gringarten, A. C., “Interpretation of tests in fissured and multilayered reservoirs with double-porosity behavior:Theory and practice ”, Journal of Petroleum Technology, 36, 549-564, 1984.
[13] Moench, A. F., “Double-porosity models for a fissured groundwater reservoir with fracture skin ”, Water Resources Research, 20, 831-846,1984.
[14] Streltsova, T. D., “Well testing in heterogeneous formations ”, John Wiley and Sons, New York, 1988.
[15] Barker, J.A. “A generalized radial flow model for hydraulic tests in fractured rock ”, Water Resources Research, 24(10), 1796-1804, 1988.
[16] Oliver Audouin and Jacques Bodin, “Cross-borehole slug test analysis in a fractured limestone aquifer ”, Journal of Hydrology, 384, 510-523, 2008.
[17] Butler Jr., J. J., and X. Zhan., “Hydraulic tests in highly permeable aquifers ”, Water Resources Research, 40, W12402. doi:10.1029/2003/WR002998, 2004.
[18] Zhan, X., and J. J. Butler Jr., “Mathematical derivations of semianalytical solutions for hydraulic tests in highly permeable aquifers”, Kansas geological survey open-file report 2003-60, Lawrence, 2003
[19] Hvorslev M. J., “Time lag and soil permeability in ground-water observations. US Army Corps of Engineers”, Waterways Experiment Station Bulletin No. 36, Mississippi, USA, 1951.
[20] Mathias, S. A., and A. P. Butler, “Shape factors for constant-head double-packer permeameters ”, Water Resources Research, 43, W06430. doi:0043-1397/07/2006WR005279, 2007.
[21] Moon, P., and D. E. Spencer, “Field Theory for Engineers ”, Van Nostrand Reinhold, New York, 1961.
[22] Ratnam, S., K. Soga, and R. W. Whittle, “Revisiting the Hvorslev’s intake factors using the finite element method”, Géotechnique ,51(7), 641-645, 2001.
[23] Mathias, S. A., and A. P. Butler, “An improvement on Hvorslev’s shape factors ”, Geotechnique, 56(10), 705-706, 2006.
[24] Widdowson, M. A., F. J. Molz, and J. G. Melville, “An analysis technique for multilevel and partially penetrating slug test data ”, Ground Water, 28(6), 937-945, 1990.
[25] Chen C. S., “An analytical data analysis method for oscillatory slug test ”, Ground Water , 44, 604-608, 2006.
[26] Van der Kamp, G., “Determining aquifer transmissivity by means of well response test: The underdamped case ”, Water Resources Research , 12(1), 71-77, 1976.
[27] Chen, C. S., “An analytical method of analyzing the oscillatory pressure head measured at any depth in a well casing”. Hydrological Processes, 22, 1119-1124, 2008.
[28]
[29] Zurbuchen, B. R., V. A. Zlotnik, and J. J. Butler Jr., “Dynamic interpretation of slug tests in highly permeable aquifers”. Water Resources Research, 38(3), 1025, 10.1029/2001/WR000354, 2002.
[30] Ostendorf, D. W., D. J. DeGroot, P. J. Dunaj, and J. Jakubowski, “A closed form slug test theory for high permeability aquifers”, Ground Water, 43(1), 87-101, 2005.
[31] 萬力,胡伏生,田開銘,「三段水壓試驗」,地球科學-中國地質大學學報,第20卷第4期,389~392頁,1995年7月。
指導教授 陳家洵(Chia-shyun Chen) 審核日期 2009-7-17
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