Influence of Vertical Heterogeneity on the Estimation of Transmissivity

碩士 === 國立中央大學 === 水文所 === 94 === In the past, the effect of vertical heterogeneity on groundwater flow was frequently evaluated using the layered-model approach, where the aquifer is assumed to be composed of a number of homogeneous and isotropic sublayers. Each sublayer has a distinctive hydraulic...

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Main Authors: Chuan-Gui Lan, 藍釧桂
Other Authors: Chia-Shyun Chen
Format: Others
Language:zh-TW
Published: 2006
Online Access:http://ndltd.ncl.edu.tw/handle/y54kt8
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spelling ndltd-TW-094NCU057610062018-06-25T06:06:23Z http://ndltd.ncl.edu.tw/handle/y54kt8 Influence of Vertical Heterogeneity on the Estimation of Transmissivity 垂直異質性對推估流通係數的影響 Chuan-Gui Lan 藍釧桂 碩士 國立中央大學 水文所 94 In the past, the effect of vertical heterogeneity on groundwater flow was frequently evaluated using the layered-model approach, where the aquifer is assumed to be composed of a number of homogeneous and isotropic sublayers. Each sublayer has a distinctive hydraulic conductivity, specific storativity and thickness, so the hydraulic conductivity, specific storativity and thickness of the aquifer varies with depth in a discrete sense. Here, the effect of vertical heterogeneity on drawdown distribution is investigated using a continuous exponential function of K(z) which represents one possibility of vertical heterogeneity. The pumping well partially penetrates the aquifer and is pumped under a constant drawdown. Therefore, the model developed also serves the purpose of understanding the local vertical disturbance (the partial penetrating effect) versus the global (aquifer scale) vertical heterogeneity on drawdown and discharge. It is found that drawdown variation in the vicinity of the well is under the influence of the compound effect of the partial penetration and the vertical heterogeneity. At farther distance, however, the partial penetration effect disappears and drawdown is influenced by vertical heterogeneity. Chia-Shyun Chen 陳家洵 2006 學位論文 ; thesis 61 zh-TW
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language zh-TW
format Others
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description 碩士 === 國立中央大學 === 水文所 === 94 === In the past, the effect of vertical heterogeneity on groundwater flow was frequently evaluated using the layered-model approach, where the aquifer is assumed to be composed of a number of homogeneous and isotropic sublayers. Each sublayer has a distinctive hydraulic conductivity, specific storativity and thickness, so the hydraulic conductivity, specific storativity and thickness of the aquifer varies with depth in a discrete sense. Here, the effect of vertical heterogeneity on drawdown distribution is investigated using a continuous exponential function of K(z) which represents one possibility of vertical heterogeneity. The pumping well partially penetrates the aquifer and is pumped under a constant drawdown. Therefore, the model developed also serves the purpose of understanding the local vertical disturbance (the partial penetrating effect) versus the global (aquifer scale) vertical heterogeneity on drawdown and discharge. It is found that drawdown variation in the vicinity of the well is under the influence of the compound effect of the partial penetration and the vertical heterogeneity. At farther distance, however, the partial penetration effect disappears and drawdown is influenced by vertical heterogeneity.
author2 Chia-Shyun Chen
author_facet Chia-Shyun Chen
Chuan-Gui Lan
藍釧桂
author Chuan-Gui Lan
藍釧桂
spellingShingle Chuan-Gui Lan
藍釧桂
Influence of Vertical Heterogeneity on the Estimation of Transmissivity
author_sort Chuan-Gui Lan
title Influence of Vertical Heterogeneity on the Estimation of Transmissivity
title_short Influence of Vertical Heterogeneity on the Estimation of Transmissivity
title_full Influence of Vertical Heterogeneity on the Estimation of Transmissivity
title_fullStr Influence of Vertical Heterogeneity on the Estimation of Transmissivity
title_full_unstemmed Influence of Vertical Heterogeneity on the Estimation of Transmissivity
title_sort influence of vertical heterogeneity on the estimation of transmissivity
publishDate 2006
url http://ndltd.ncl.edu.tw/handle/y54kt8
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