Non-linear arches
This thesis presents tables of coefficients for the prediction of moment amplification factors Ø across the span of symmetrical, parabolic arches. The prediction is accurate up to rise/span ratio f = 1.0 and may be applied to 0, 2 and 3-hinge arches with uniform or specified ei variations, for verti...
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ndltd-UBC-oai-circle.library.ubc.ca-2429-396222018-01-05T17:49:44Z Non-linear arches Franklin, Herbert ALexander Structural analysis (Engineering) This thesis presents tables of coefficients for the prediction of moment amplification factors Ø across the span of symmetrical, parabolic arches. The prediction is accurate up to rise/span ratio f = 1.0 and may be applied to 0, 2 and 3-hinge arches with uniform or specified ei variations, for vertical and horizontal loads or couples (in the plane of the arch rib), and for specified support movements. A method of superposition is discussed and demonstrated for this non-linear analysis. Interpolation of the tables of coefficients for other ei variations is discussed. Using the tables to predict Ø for arches of other shapes is discussed and demonstrated. The tables of coefficients were developed from a curve-fitting process applied to elastic and deflection theory analysis of parabolic arches with specified loadings. An Alwac IIIE electronic digital computer was used for the developement and production work in this research. Applied Science, Faculty of Civil Engineering, Department of Graduate 2011-12-09T23:01:09Z 2011-12-09T23:01:09Z 1962 Text Thesis/Dissertation http://hdl.handle.net/2429/39622 eng For non-commercial purposes only, such as research, private study and education. Additional conditions apply, see Terms of Use https://open.library.ubc.ca/terms_of_use. University of British Columbia |
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English |
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topic |
Structural analysis (Engineering) |
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Structural analysis (Engineering) Franklin, Herbert ALexander Non-linear arches |
description |
This thesis presents tables of coefficients for the prediction of moment amplification factors Ø across the span of symmetrical, parabolic arches. The prediction is accurate up to rise/span ratio f = 1.0 and may be applied to 0, 2 and 3-hinge arches with uniform or specified ei variations, for vertical and horizontal loads or couples (in the plane of the arch rib), and for specified support movements.
A method of superposition is discussed and demonstrated for this non-linear analysis. Interpolation of the tables of coefficients for other ei variations is discussed. Using the tables to predict Ø for arches of other shapes is discussed and demonstrated.
The tables of coefficients were developed from a curve-fitting process applied to elastic and deflection theory analysis of parabolic arches with specified loadings. An Alwac IIIE electronic digital computer was used for the developement and production work in this research. === Applied Science, Faculty of === Civil Engineering, Department of === Graduate |
author |
Franklin, Herbert ALexander |
author_facet |
Franklin, Herbert ALexander |
author_sort |
Franklin, Herbert ALexander |
title |
Non-linear arches |
title_short |
Non-linear arches |
title_full |
Non-linear arches |
title_fullStr |
Non-linear arches |
title_full_unstemmed |
Non-linear arches |
title_sort |
non-linear arches |
publisher |
University of British Columbia |
publishDate |
2011 |
url |
http://hdl.handle.net/2429/39622 |
work_keys_str_mv |
AT franklinherbertalexander nonlineararches |
_version_ |
1718596460589613056 |