Uncertainty in Estimation of Volumetric Block Proportion by Using Scanline Method -Analytical Solution and Demonstrate

碩士 === 國立中央大學 === 土木工程研究所 === 98 === This research discusses “scanline method” which is used in volume block proportion (VBP) for uncertainty. The major factor which affects the uncertainty of VBP is different scanline lengths. Kuo(2005) uses four kinds of representative volume element (RVE) with di...

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Main Authors: Ting-Hua Wu, 鄔定樺
Other Authors: Yong-Ming Tien
Format: Others
Language:zh-TW
Published: 2010
Online Access:http://ndltd.ncl.edu.tw/handle/58230234268265448914
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spelling ndltd-TW-098NCU050150742016-04-20T04:18:01Z http://ndltd.ncl.edu.tw/handle/58230234268265448914 Uncertainty in Estimation of Volumetric Block Proportion by Using Scanline Method -Analytical Solution and Demonstrate 掃描線法量測體積比之不確定性-解析解及驗證 Ting-Hua Wu 鄔定樺 碩士 國立中央大學 土木工程研究所 98 This research discusses “scanline method” which is used in volume block proportion (VBP) for uncertainty. The major factor which affects the uncertainty of VBP is different scanline lengths. Kuo(2005) uses four kinds of representative volume element (RVE) with different outer edge shape and ellipse or the circular blocks connects the different length of the scanline by simple random sample to simulate VBP uncertainty. This research use the statistical sample point, the central limit theorem, and the length of computation for the uncertainty analytic solution, to explain the Kuo(2005) result of simulation. This research showed the analytic solution match the numerical simulation of Kuo(2005). For the in-situ data, we suggest that use analytic solution of this research to calculate the scanline method for measuring VBP uncertainty. Yong-Ming Tien 田永銘 2010 學位論文 ; thesis 92 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 國立中央大學 === 土木工程研究所 === 98 === This research discusses “scanline method” which is used in volume block proportion (VBP) for uncertainty. The major factor which affects the uncertainty of VBP is different scanline lengths. Kuo(2005) uses four kinds of representative volume element (RVE) with different outer edge shape and ellipse or the circular blocks connects the different length of the scanline by simple random sample to simulate VBP uncertainty. This research use the statistical sample point, the central limit theorem, and the length of computation for the uncertainty analytic solution, to explain the Kuo(2005) result of simulation. This research showed the analytic solution match the numerical simulation of Kuo(2005). For the in-situ data, we suggest that use analytic solution of this research to calculate the scanline method for measuring VBP uncertainty.
author2 Yong-Ming Tien
author_facet Yong-Ming Tien
Ting-Hua Wu
鄔定樺
author Ting-Hua Wu
鄔定樺
spellingShingle Ting-Hua Wu
鄔定樺
Uncertainty in Estimation of Volumetric Block Proportion by Using Scanline Method -Analytical Solution and Demonstrate
author_sort Ting-Hua Wu
title Uncertainty in Estimation of Volumetric Block Proportion by Using Scanline Method -Analytical Solution and Demonstrate
title_short Uncertainty in Estimation of Volumetric Block Proportion by Using Scanline Method -Analytical Solution and Demonstrate
title_full Uncertainty in Estimation of Volumetric Block Proportion by Using Scanline Method -Analytical Solution and Demonstrate
title_fullStr Uncertainty in Estimation of Volumetric Block Proportion by Using Scanline Method -Analytical Solution and Demonstrate
title_full_unstemmed Uncertainty in Estimation of Volumetric Block Proportion by Using Scanline Method -Analytical Solution and Demonstrate
title_sort uncertainty in estimation of volumetric block proportion by using scanline method -analytical solution and demonstrate
publishDate 2010
url http://ndltd.ncl.edu.tw/handle/58230234268265448914
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