Improving Completeness of Geometric Models from Terrestrial Laser Scanning Data

The application of terrestrial laser scanning for the documentation of cultural heritage assets is becoming increasingly common. While the point cloud by itself is sufficient for satisfying many documentation needs, it is often desirable to use this data for applications other than documentation. Fo...

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Main Author: Clemens Nothegger
Format: Article
Language:English
Published: Czech Technical University in Prague 2011-12-01
Series:Geoinformatics FCE CTU
Subjects:
Online Access:https://ojs.cvut.cz/ojs/index.php/gi/article/view/2673
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author Clemens Nothegger
author_facet Clemens Nothegger
author_sort Clemens Nothegger
collection DOAJ
description The application of terrestrial laser scanning for the documentation of cultural heritage assets is becoming increasingly common. While the point cloud by itself is sufficient for satisfying many documentation needs, it is often desirable to use this data for applications other than documentation. For these purposes a triangulated model is usually required. The generation of topologically correct triangulated models from terrestrial laser scans, however, still requires much interactive editing. This is especially true when reconstructing models from medium range panoramic scanners and many scan positions. Because of residual errors in the instrument calibration and the limited spatial resolution due to the laser footprint, the point clouds from different scan positions never match perfectly. Under these circumstances many of the software packages commonly used for generating triangulated models produce models which have topological errors such as surface intersecting triangles, holes or triangles which violate the manifold property. We present an algorithm which significantly reduces the number of topological errors in the models from such data. The algorithm is a modification of the Poisson surface reconstruction algorithm. Poisson surfaces are resilient to noise in the data and the algorithm always produces a closed manifold surface. Our modified algorithm partitions the data into tiles and can thus be easily parallelized. Furthermore, it avoids introducing topological errors in occluded areas, albeit at the cost of producing models which are no longer guaranteed to be closed. The algorithm is applied to scan data of sculptures of the UNESCO World Heritage Site Schönbrunn Palace and data of a petrified oyster reef in Stetten, Austria. The results of the method’s application are discussed and compared with those of alternative methods.
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spelling doaj.art-82452456562d4ec8bf1c2689e6a3f7272022-12-22T02:05:33ZengCzech Technical University in PragueGeoinformatics FCE CTU1802-26692011-12-016023324010.14311/gi.6.292449Improving Completeness of Geometric Models from Terrestrial Laser Scanning DataClemens Nothegger0Institute of Photogrammetry and Remote Sensing, Vienna University of Technology Gußhausstraße 27-29, Vienna, AustriaThe application of terrestrial laser scanning for the documentation of cultural heritage assets is becoming increasingly common. While the point cloud by itself is sufficient for satisfying many documentation needs, it is often desirable to use this data for applications other than documentation. For these purposes a triangulated model is usually required. The generation of topologically correct triangulated models from terrestrial laser scans, however, still requires much interactive editing. This is especially true when reconstructing models from medium range panoramic scanners and many scan positions. Because of residual errors in the instrument calibration and the limited spatial resolution due to the laser footprint, the point clouds from different scan positions never match perfectly. Under these circumstances many of the software packages commonly used for generating triangulated models produce models which have topological errors such as surface intersecting triangles, holes or triangles which violate the manifold property. We present an algorithm which significantly reduces the number of topological errors in the models from such data. The algorithm is a modification of the Poisson surface reconstruction algorithm. Poisson surfaces are resilient to noise in the data and the algorithm always produces a closed manifold surface. Our modified algorithm partitions the data into tiles and can thus be easily parallelized. Furthermore, it avoids introducing topological errors in occluded areas, albeit at the cost of producing models which are no longer guaranteed to be closed. The algorithm is applied to scan data of sculptures of the UNESCO World Heritage Site Schönbrunn Palace and data of a petrified oyster reef in Stetten, Austria. The results of the method’s application are discussed and compared with those of alternative methods.https://ojs.cvut.cz/ojs/index.php/gi/article/view/2673laser scanning, modeling, cultural heritage, automation, documentation, triangulation
spellingShingle Clemens Nothegger
Improving Completeness of Geometric Models from Terrestrial Laser Scanning Data
Geoinformatics FCE CTU
laser scanning, modeling, cultural heritage, automation, documentation, triangulation
title Improving Completeness of Geometric Models from Terrestrial Laser Scanning Data
title_full Improving Completeness of Geometric Models from Terrestrial Laser Scanning Data
title_fullStr Improving Completeness of Geometric Models from Terrestrial Laser Scanning Data
title_full_unstemmed Improving Completeness of Geometric Models from Terrestrial Laser Scanning Data
title_short Improving Completeness of Geometric Models from Terrestrial Laser Scanning Data
title_sort improving completeness of geometric models from terrestrial laser scanning data
topic laser scanning, modeling, cultural heritage, automation, documentation, triangulation
url https://ojs.cvut.cz/ojs/index.php/gi/article/view/2673
work_keys_str_mv AT clemensnothegger improvingcompletenessofgeometricmodelsfromterrestriallaserscanningdata