Stability of Dry-Stacked Glass Masonry Arch Bridges
The plan of the glass group of the TU Delft to realize a 14m span dry-stacked glass arched masonry bridge led to investigation of stability of glass arches in more general. Analytical and numerical analysis are done to compare results. Analytical analyses are based on methods developed for tradition...
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Challenging Glass Conference
2018
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oai:doaj.org-article:e47b07c5de464b8eb501e9d385c57eac2021-12-04T05:12:10ZStability of Dry-Stacked Glass Masonry Arch Bridges10.7480/cgc.6.21842589-8019https://doaj.org/article/e47b07c5de464b8eb501e9d385c57eac2018-05-01T00:00:00Zhttps://proceedings.challengingglass.com/index.php/cgc/article/view/220https://doaj.org/toc/2589-8019The plan of the glass group of the TU Delft to realize a 14m span dry-stacked glass arched masonry bridge led to investigation of stability of glass arches in more general. Analytical and numerical analysis are done to compare results. Analytical analyses are based on methods developed for traditional stone arches. A graph is plotted in which the relationship between rise-to-span ratio and thickness-to-span ratio is derived and presented such that the relevant instability mechanism(s) can be determined. The required thickness of a stable arch can be found by applying a geometrical factor of safety. To investigate 2nd order effects and stresses, finite element models are presented. The models verify the analytical solutions and are used to investigate the influence of axial stiffness and nonlinear effects on stability. Chris NoteboomMike AurikAte SnijderChallenging Glass ConferencearticleGlassArchStabilityClay industries. Ceramics. GlassTP785-869ENChallenging Glass Conference Proceedings, Vol 6, Iss 1 (2018) |
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Glass Arch Stability Clay industries. Ceramics. Glass TP785-869 |
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Glass Arch Stability Clay industries. Ceramics. Glass TP785-869 Chris Noteboom Mike Aurik Ate Snijder Stability of Dry-Stacked Glass Masonry Arch Bridges |
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The plan of the glass group of the TU Delft to realize a 14m span dry-stacked glass arched masonry bridge led to investigation of stability of glass arches in more general. Analytical and numerical analysis are done to compare results. Analytical analyses are based on methods developed for traditional stone arches. A graph is plotted in which the relationship between rise-to-span ratio and thickness-to-span ratio is derived and presented such that the relevant instability mechanism(s) can be determined. The required thickness of a stable arch can be found by applying a geometrical factor of safety. To investigate 2nd order effects and stresses, finite element models are presented. The models verify the analytical solutions and are used to investigate the influence of axial stiffness and nonlinear effects on stability.
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format |
article |
author |
Chris Noteboom Mike Aurik Ate Snijder |
author_facet |
Chris Noteboom Mike Aurik Ate Snijder |
author_sort |
Chris Noteboom |
title |
Stability of Dry-Stacked Glass Masonry Arch Bridges |
title_short |
Stability of Dry-Stacked Glass Masonry Arch Bridges |
title_full |
Stability of Dry-Stacked Glass Masonry Arch Bridges |
title_fullStr |
Stability of Dry-Stacked Glass Masonry Arch Bridges |
title_full_unstemmed |
Stability of Dry-Stacked Glass Masonry Arch Bridges |
title_sort |
stability of dry-stacked glass masonry arch bridges |
publisher |
Challenging Glass Conference |
publishDate |
2018 |
url |
https://doaj.org/article/e47b07c5de464b8eb501e9d385c57eac |
work_keys_str_mv |
AT chrisnoteboom stabilityofdrystackedglassmasonryarchbridges AT mikeaurik stabilityofdrystackedglassmasonryarchbridges AT atesnijder stabilityofdrystackedglassmasonryarchbridges |
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1718372884559167488 |