Automatic cross-sectional roughness profiling

Surface roughness of rock joints has major influence on the shear strength of rock joints and is also one of the most important factors for estimating the mechanical behavior of rock masses. Hence, an accurate determination on surface roughness of rock joints is necessary. In this report, measuremen...

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Main Author: Chan, Jit Yen.
Other Authors: School of Civil and Environmental Engineering
Format: Final Year Project
Language:English
Published: 2013
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Online Access:http://hdl.handle.net/10356/53820
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Institution: Nanyang Technological University
Language: English
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spelling sg-ntu-dr.10356-538202023-03-03T17:02:20Z Automatic cross-sectional roughness profiling Chan, Jit Yen. School of Civil and Environmental Engineering Louis Wong Ngai Yuen DRNTU::Engineering Surface roughness of rock joints has major influence on the shear strength of rock joints and is also one of the most important factors for estimating the mechanical behavior of rock masses. Hence, an accurate determination on surface roughness of rock joints is necessary. In this report, measurement of rock surface method using high resolution digital photogrammetry and surface roughness analysis using various profile roughness parameters are investigated. There are three basic steps to analyze the roughness of the rock joints: (1) Camera calibration for accuracy assessment (2) 3D photogrammetric point cloud extraction (3) Compilation of profile parameters for surface roughness analysis. Eight parameters including six two-dimensional parameters and two three-dimensional parameters have been proposed to characterize the roughness of the surfaces into Joint Roughness Coefficients. Correlation between tensile strain rate and Joint Roughness Coefficient were formed. Results showed that the Joint Roughness Coefficient decreased with the tensile strain rate (ὲ). RMS first derivative of the profile (Z2) was found to have the strongest correlation to the tensile strain rate. The equation below is the correlation of Joint Roughness Coefficient based on RMS first derivative of the profile (Z2) with tensile strain rate: JRC=-1.3ἐ +27.8 In conclusion, Close Range Photogrammetry is suitable for measurement of joint roughness. However, further study needs to be done on the 3D parameters to improve the roughness analysis results. Bachelor of Engineering (Civil) 2013-06-07T07:23:37Z 2013-06-07T07:23:37Z 2013 2013 Final Year Project (FYP) http://hdl.handle.net/10356/53820 en Nanyang Technological University 94 p. application/pdf
institution Nanyang Technological University
building NTU Library
continent Asia
country Singapore
Singapore
content_provider NTU Library
collection DR-NTU
language English
topic DRNTU::Engineering
spellingShingle DRNTU::Engineering
Chan, Jit Yen.
Automatic cross-sectional roughness profiling
description Surface roughness of rock joints has major influence on the shear strength of rock joints and is also one of the most important factors for estimating the mechanical behavior of rock masses. Hence, an accurate determination on surface roughness of rock joints is necessary. In this report, measurement of rock surface method using high resolution digital photogrammetry and surface roughness analysis using various profile roughness parameters are investigated. There are three basic steps to analyze the roughness of the rock joints: (1) Camera calibration for accuracy assessment (2) 3D photogrammetric point cloud extraction (3) Compilation of profile parameters for surface roughness analysis. Eight parameters including six two-dimensional parameters and two three-dimensional parameters have been proposed to characterize the roughness of the surfaces into Joint Roughness Coefficients. Correlation between tensile strain rate and Joint Roughness Coefficient were formed. Results showed that the Joint Roughness Coefficient decreased with the tensile strain rate (ὲ). RMS first derivative of the profile (Z2) was found to have the strongest correlation to the tensile strain rate. The equation below is the correlation of Joint Roughness Coefficient based on RMS first derivative of the profile (Z2) with tensile strain rate: JRC=-1.3ἐ +27.8 In conclusion, Close Range Photogrammetry is suitable for measurement of joint roughness. However, further study needs to be done on the 3D parameters to improve the roughness analysis results.
author2 School of Civil and Environmental Engineering
author_facet School of Civil and Environmental Engineering
Chan, Jit Yen.
format Final Year Project
author Chan, Jit Yen.
author_sort Chan, Jit Yen.
title Automatic cross-sectional roughness profiling
title_short Automatic cross-sectional roughness profiling
title_full Automatic cross-sectional roughness profiling
title_fullStr Automatic cross-sectional roughness profiling
title_full_unstemmed Automatic cross-sectional roughness profiling
title_sort automatic cross-sectional roughness profiling
publishDate 2013
url http://hdl.handle.net/10356/53820
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