A Component Decomposition Model for 3D Laser Scanning Pavement Data Based on High-Pass Filtering and Sparse Analysis

High-precision 3D laser scanning pavement data contains rich pavement scene information and certain components associations. Moreover, for pavement maintenance and management, there is an urgent need to develop automatic methods that can extract comprehensive information about different pavement ind...

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Main Authors: Rong Gui, Xin Xu, Dejin Zhang, Hong Lin, Fangling Pu, Li He, Min Cao
Format: Article
Language:English
Published: MDPI AG 2018-07-01
Series:Sensors
Subjects:
Online Access:http://www.mdpi.com/1424-8220/18/7/2294
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spelling doaj-7eb3eaecf8fb44759345fba83559c99b2020-11-24T21:51:00ZengMDPI AGSensors1424-82202018-07-01187229410.3390/s18072294s18072294A Component Decomposition Model for 3D Laser Scanning Pavement Data Based on High-Pass Filtering and Sparse AnalysisRong Gui0Xin Xu1Dejin Zhang2Hong Lin3Fangling Pu4Li He5Min Cao6School of Electronic Information, Wuhan University, Wuhan 430072, ChinaSchool of Electronic Information, Wuhan University, Wuhan 430072, ChinaSchool of Electrical and Electronic Engineering, Hubei University of Technology, Wuhan 430072, ChinaWuhan Wuda Zoyon Science and Technology Co. Ltd., Wuhan 430223, ChinaSchool of Electronic Information, Wuhan University, Wuhan 430072, ChinaSchool of Electrical and Electronic Engineering, Hubei University of Technology, Wuhan 430072, ChinaWuhan Wuda Zoyon Science and Technology Co. Ltd., Wuhan 430223, ChinaHigh-precision 3D laser scanning pavement data contains rich pavement scene information and certain components associations. Moreover, for pavement maintenance and management, there is an urgent need to develop automatic methods that can extract comprehensive information about different pavement indicators simultaneously. By analyzing the frequency and sparse characteristics of pavement distresses and performance indicators—including the cracks, road markings, rutting, potholes, textures—this paper proposes 3D pavement components decomposition model (3D-PCDM) which decomposes the 3D pavement profiles into sparse components x, low-frequency components f, and vibration components t. Designed high-pass filter was first employed to separate f, then, x and t are separated by total variation de-noising which based on sparse characteristics. Decomposed x can be used to characterize the location and depth information of sparse and sparse derived signals such as cracks, road marks, grooves, and potholes in profiles. Decomposed f can be used to determine the slow deformation of pavement. While decomposed t reflects the fluctuation of the pavement material particles. Experiments were conducted using actual pavement 3D data, the decomposed components can obtain by 3D-PCDM. The effectiveness and accuracy of the x are verified by actual cracks and road markings, the accuracy of extracted sparse components is over 92.75%.http://www.mdpi.com/1424-8220/18/7/22943D laser scanningcomponents decompositionpavement distresses and performance indicatorshigh-pass filteringtotal variation de-noising
collection DOAJ
language English
format Article
sources DOAJ
author Rong Gui
Xin Xu
Dejin Zhang
Hong Lin
Fangling Pu
Li He
Min Cao
spellingShingle Rong Gui
Xin Xu
Dejin Zhang
Hong Lin
Fangling Pu
Li He
Min Cao
A Component Decomposition Model for 3D Laser Scanning Pavement Data Based on High-Pass Filtering and Sparse Analysis
Sensors
3D laser scanning
components decomposition
pavement distresses and performance indicators
high-pass filtering
total variation de-noising
author_facet Rong Gui
Xin Xu
Dejin Zhang
Hong Lin
Fangling Pu
Li He
Min Cao
author_sort Rong Gui
title A Component Decomposition Model for 3D Laser Scanning Pavement Data Based on High-Pass Filtering and Sparse Analysis
title_short A Component Decomposition Model for 3D Laser Scanning Pavement Data Based on High-Pass Filtering and Sparse Analysis
title_full A Component Decomposition Model for 3D Laser Scanning Pavement Data Based on High-Pass Filtering and Sparse Analysis
title_fullStr A Component Decomposition Model for 3D Laser Scanning Pavement Data Based on High-Pass Filtering and Sparse Analysis
title_full_unstemmed A Component Decomposition Model for 3D Laser Scanning Pavement Data Based on High-Pass Filtering and Sparse Analysis
title_sort component decomposition model for 3d laser scanning pavement data based on high-pass filtering and sparse analysis
publisher MDPI AG
series Sensors
issn 1424-8220
publishDate 2018-07-01
description High-precision 3D laser scanning pavement data contains rich pavement scene information and certain components associations. Moreover, for pavement maintenance and management, there is an urgent need to develop automatic methods that can extract comprehensive information about different pavement indicators simultaneously. By analyzing the frequency and sparse characteristics of pavement distresses and performance indicators—including the cracks, road markings, rutting, potholes, textures—this paper proposes 3D pavement components decomposition model (3D-PCDM) which decomposes the 3D pavement profiles into sparse components x, low-frequency components f, and vibration components t. Designed high-pass filter was first employed to separate f, then, x and t are separated by total variation de-noising which based on sparse characteristics. Decomposed x can be used to characterize the location and depth information of sparse and sparse derived signals such as cracks, road marks, grooves, and potholes in profiles. Decomposed f can be used to determine the slow deformation of pavement. While decomposed t reflects the fluctuation of the pavement material particles. Experiments were conducted using actual pavement 3D data, the decomposed components can obtain by 3D-PCDM. The effectiveness and accuracy of the x are verified by actual cracks and road markings, the accuracy of extracted sparse components is over 92.75%.
topic 3D laser scanning
components decomposition
pavement distresses and performance indicators
high-pass filtering
total variation de-noising
url http://www.mdpi.com/1424-8220/18/7/2294
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