博碩士論文 996204007 詳細資訊




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姓名 梁書嚴(Suu-yan Liang)  查詢紙本館藏   畢業系所 應用地質研究所
論文名稱 推估土壤傳輸參數現地試驗方法改進與數學模式發展
(Improvements of the mathematical model and the In-Situ Method for Estimation of Transport Parameters in Soil)
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摘要(中) 土壤宿命傳輸模式為計算土壤污染物動態的重要方法,模式的可靠性取決於考慮相關傳輸過程是否適當,除了選擇合適的模式,模式所需輸入參數也非常重要,延散係數為數學模式重要輸入參數,而現地入滲追蹤劑試驗為同時決定土壤縱向與側向延散度之有效方法。現有的相關研究中數學模式常假設無窮大的出流邊界,此假設較不符合實際的情況。本研究將檢驗相關數學模式的適用性之外,並將前人提出無窮邊界之解析解改進為有限長度之解析解,且將兩者比較,若Peclet number較小時,利用無窮邊界之數學模式進行推估會低估土壤的延散係數。現地試驗方面經由多次改進儀器設計、操作過程與相關細節後,現地試驗所得獲得之濃度穿透曲線配合改進後的數學模式可推估試驗場地的縱向與側向延散參數。
摘要(英) Fate and transport models to calculate transport in soils are increasingly being used in practice. The reliability of soil transport model calculations depends on the accuracy with which relevant processes for contaminant transport are implemented in fate transport model. Besides an appropriate model choice, the parameterization of the model also plays an important role. Dispersion coefficients are important parameters for soil fate and transport model. Field infiltration test with a tracer is a proposed technology for simultaneous determination of longitudinal and transverse dispersion coefficients in soil. Existing research of mathematical models assumed infinite boundary condition. When Peclet number is smaller, the concentration of infinite boundary will be lower. If use the analytical solution of infinite boundary condition to estimate the solution transport parameter, and therefore underestimate the dispersion coefficients. In Field infiltration test with tracer, experience obtained in this test is used to refine the apparatus designs, operational procedures and relevant details for the test. We used the concentration breakthrough curve of Field infiltration test with tracer to estimated longitudinal and transverse dispersion.
關鍵字(中) ★ 延散係數
★ 現地試驗
★ 土壤
關鍵字(英) ★ In-Situ Method
★ soil
★ despersion
論文目次 摘要 I
Abstract II
謝誌 III
目錄 IV
圖目錄 VII
表目錄 X
符號說明 XI
一、 前言 1
1-1 研究背景 1
1-2文獻回顧 4
1-3研究目的 7
二、試驗原理與設備 11
2-1 入滲追蹤劑試驗 11
2-2 儀器準備 13
2-3 試驗地點選定 18
2-4 水質分析方法 20
2-5試驗步驟 21
三、數學模式探討與改進 25
3-1 數學模式基本設置 25
3-2入滲追蹤劑式之數學模式探討 26
3-2-1 Zhang et al. (2006) 數學模式 26
3-2-2 Chen et al. (2011)數學模式 29
3-2-3 兩模式比較與探討 30
3-3 數學模式的改進 34
四、結果與討論 43
4-1模式驗證 43
4-1-1解析模式數值收斂誤差 43
4-1-2 解析模式驗証 47
4-2 參數敏感度分析 50
4-3 邊界條件效應 53
4-4 試驗結果討論 56
4-5 入滲追蹤劑試驗檢討與改進 64
4-5-1第一次試驗 64
4-5-2第二次試驗 66
4-5-3第三次試驗 68
4-5-4第四次試驗 70
4-6 參數推估 72
第五章 結論與建議 75
參考文獻 77
附錄一 現地入滲追蹤劑試驗步驟 80
附錄二 二維圓柱座標移流-延散解析解模式 84
附錄三 現地入滲追蹤劑試驗分析資料 86
參考文獻 ASTM, 2008. Standard Test Method for Infiltration Rate of Soils in Field Using Double-Ring Infiltrometer, Annual Book of ASTM Standards, 04.08, D 3385-09.
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Boesten, J., 2004. Influence of dispersion length on leaching calculated with PEARL, PELMO and PRZM for FOCUS groundwater scenarios Pest Management Science, 60(10), 971–980.
Bromly, M., Hinz, C., Aylmore, L. A. G., 2007. Relation of dispersivity toproperties of homogeneous saturated repacked soil columns. European Journal of Soil Science, 58(1), 293-301.
Chen, J.S., Chen, J.T., Liu, C.W., Liang, C.P., Lin, C.M., 2011a. Analytical solutions to two-dimensional advection–dispersion equation in cylindrical coordinates in finite domain subject to first- and third-type inlet boundary conditions. Journal of Hydrology, 405(3-4), 522-531.
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Parlange, J.Y., Starr, J.L., van Genuchten, M.Th., Barry, D.A., Parker, J.C., 1992. Exit condition for miscible displacement experiments in finite columns. Soil Science, 153 (3), 165–171.
Parlange, J.Y., Starr, J.L., 1978. Dispersion in soil columns: effect of boundary conditions and irreversible reactions. Soil Science Society of America Journal, 42(1), 15–18.
Schulze-Makuch, D., 2005. Longitudinal dispersivity data and implications for scaling behavior. Ground Water, 43(3), 443–456.
Vanderborght, J., H., Vereeken, 2007. Review of dispersivities for transport modeling in soils. Vadose Zone Journal, 6(1), 29-52.
Zhang X, Qi X, Zhou X, Pang H., 2006. An in situ method to measure the longitudinal and transverse dispersion coefficients of solute transport in soil. Journal of Hydrology, 328(3-4), 614–619.
行政院環境保護署,土壤及地下水污染場址健康風險評估評析方法,中華民國九十五年四月。
指導教授 陳瑞昇(Jui-sheng Chen) 審核日期 2012-8-30
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