A simple permanent deformation model of rockfill materials

Existing experimental results have shown that using a semi-log linear relationship between the permanent volumetric strain and cyclic number underestimates the volumetric deformation of rockfill materials with a large cyclic number, and that the error increases with the confining pressure. The exist...

Full description

Bibliographic Details
Main Authors: De-gao Zou, Jing-mao Liu, Xian-jing Kong, Chen-guang Zhou, Qing-po Yang
Format: Article
Language:English
Published: Elsevier 2018-10-01
Series:Water Science and Engineering
Online Access:http://www.sciencedirect.com/science/article/pii/S1674237018300966
_version_ 1819160851561578496
author De-gao Zou
Jing-mao Liu
Xian-jing Kong
Chen-guang Zhou
Qing-po Yang
author_facet De-gao Zou
Jing-mao Liu
Xian-jing Kong
Chen-guang Zhou
Qing-po Yang
author_sort De-gao Zou
collection DOAJ
description Existing experimental results have shown that using a semi-log linear relationship between the permanent volumetric strain and cyclic number underestimates the volumetric deformation of rockfill materials with a large cyclic number, and that the error increases with the confining pressure. The existing permanent deformation models are not suitable for the seismic safety analysis of high dams during strong earthquakes. In this study, a series of large-scale triaxial cyclic loading tests of rockfill materials were performed, and a new permanent deformation model of rockfill materials was developed and validated with three kinds of rockfill materials. The results show that the proposed model can properly reflect the general features of the permanent deformation of rockfill materials. The main features of the model are as follows: (1) relations between the cyclic number and permanent volumetric/shear strain are described by hyperbolic functions, which can avoid underestimating the volumetric deformation occurring during strong earthquakes; (2) the model can capture the effect of the mean effective stress on the permanent volumetric strain, with greater confining pressure correlating to greater permanent volumetric deformation, and the permanent volumetric strain under low confining pressure near the dam crest can be well represented; and (3) the model can reflect the effect of the consolidation stress ratio on the permanent shear strain. Keywords: Rockfill materials, Permanent deformation, Triaxial test, Cyclic loading, Consolidation stress ratio
first_indexed 2024-12-22T17:03:01Z
format Article
id doaj.art-bee1be50426f475ba7b93c221637d5f0
institution Directory Open Access Journal
issn 1674-2370
language English
last_indexed 2024-12-22T17:03:01Z
publishDate 2018-10-01
publisher Elsevier
record_format Article
series Water Science and Engineering
spelling doaj.art-bee1be50426f475ba7b93c221637d5f02022-12-21T18:19:18ZengElsevierWater Science and Engineering1674-23702018-10-01114302309A simple permanent deformation model of rockfill materialsDe-gao Zou0Jing-mao Liu1Xian-jing Kong2Chen-guang Zhou3Qing-po Yang4State Key Laboratory of Coastal and Offshore Engineering, Dalian University of Technology, Dalian 116024, ChinaState Key Laboratory of Coastal and Offshore Engineering, Dalian University of Technology, Dalian 116024, China; Corresponding author.State Key Laboratory of Coastal and Offshore Engineering, Dalian University of Technology, Dalian 116024, ChinaState Key Laboratory of Coastal and Offshore Engineering, Dalian University of Technology, Dalian 116024, ChinaShanghai Municipal Engineering Design Institute Co., Ltd., Shanghai 200092, ChinaExisting experimental results have shown that using a semi-log linear relationship between the permanent volumetric strain and cyclic number underestimates the volumetric deformation of rockfill materials with a large cyclic number, and that the error increases with the confining pressure. The existing permanent deformation models are not suitable for the seismic safety analysis of high dams during strong earthquakes. In this study, a series of large-scale triaxial cyclic loading tests of rockfill materials were performed, and a new permanent deformation model of rockfill materials was developed and validated with three kinds of rockfill materials. The results show that the proposed model can properly reflect the general features of the permanent deformation of rockfill materials. The main features of the model are as follows: (1) relations between the cyclic number and permanent volumetric/shear strain are described by hyperbolic functions, which can avoid underestimating the volumetric deformation occurring during strong earthquakes; (2) the model can capture the effect of the mean effective stress on the permanent volumetric strain, with greater confining pressure correlating to greater permanent volumetric deformation, and the permanent volumetric strain under low confining pressure near the dam crest can be well represented; and (3) the model can reflect the effect of the consolidation stress ratio on the permanent shear strain. Keywords: Rockfill materials, Permanent deformation, Triaxial test, Cyclic loading, Consolidation stress ratiohttp://www.sciencedirect.com/science/article/pii/S1674237018300966
spellingShingle De-gao Zou
Jing-mao Liu
Xian-jing Kong
Chen-guang Zhou
Qing-po Yang
A simple permanent deformation model of rockfill materials
Water Science and Engineering
title A simple permanent deformation model of rockfill materials
title_full A simple permanent deformation model of rockfill materials
title_fullStr A simple permanent deformation model of rockfill materials
title_full_unstemmed A simple permanent deformation model of rockfill materials
title_short A simple permanent deformation model of rockfill materials
title_sort simple permanent deformation model of rockfill materials
url http://www.sciencedirect.com/science/article/pii/S1674237018300966
work_keys_str_mv AT degaozou asimplepermanentdeformationmodelofrockfillmaterials
AT jingmaoliu asimplepermanentdeformationmodelofrockfillmaterials
AT xianjingkong asimplepermanentdeformationmodelofrockfillmaterials
AT chenguangzhou asimplepermanentdeformationmodelofrockfillmaterials
AT qingpoyang asimplepermanentdeformationmodelofrockfillmaterials
AT degaozou simplepermanentdeformationmodelofrockfillmaterials
AT jingmaoliu simplepermanentdeformationmodelofrockfillmaterials
AT xianjingkong simplepermanentdeformationmodelofrockfillmaterials
AT chenguangzhou simplepermanentdeformationmodelofrockfillmaterials
AT qingpoyang simplepermanentdeformationmodelofrockfillmaterials