Non-Linear Finite Element Analysis of Steel Base Plates on Leveling Nuts

A Master of Science thesis in Civil Engineering by Abdul Wahab Kayani entitled, "Non-Linear Finite Element Analysis of Steel Base Plates on Levelling Nuts," submitted in January 2012. Thesis advisor is Dr. Sami Tabsh. Available are both soft and hard copies of the thesis. Base plates are u...

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Main Author: Kayani, Abdul Wahab
Other Authors: Tabsh, Sami
Format: Thesis
Language:English
Published: 2012
Subjects:
Online Access:http://hdl.handle.net/11073/3694
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spelling ftamerunishariah:oai:dspace.aus.edu:oai:dspace.aus.edu:11073/3694 2023-05-15T18:14:02+02:00 Non-Linear Finite Element Analysis of Steel Base Plates on Leveling Nuts Kayani, Abdul Wahab Tabsh, Sami 2012-01 application/pdf application/vnd.openxmlformats-officedocument.presentationml.presentation http://hdl.handle.net/11073/3694 en_US eng Master of Science in Civil Engineering (MSCE) American University of Sharjah Student Work 35.232-2012.07 http://hdl.handle.net/11073/3694 Base Plates ANSYS software Anchor bolts Finite element method Engineering mathematics Thesis 2012 ftamerunishariah 2019-11-24T18:58:01Z A Master of Science thesis in Civil Engineering by Abdul Wahab Kayani entitled, "Non-Linear Finite Element Analysis of Steel Base Plates on Levelling Nuts," submitted in January 2012. Thesis advisor is Dr. Sami Tabsh. Available are both soft and hard copies of the thesis. Base plates are used to connect structural members to their foundations. They are routinely used in cantilevered structures supporting traffic utilities like overhead cantilevered direction signboards, traffic signals, speed cameras and high mast roadway light poles as well as in industrial warehouses and garages. These poles are usually supported on concrete footings by means of steel base plates on leveling nuts. The purpose of the leveling nuts is to adjust alignment of the supported member. Currently, there are no simple design methods in the relevant structural codes. Therefore, the objective of the proposed study is to develop a rational procedure for sizing a base plate on leveling nuts subjected to gravity and eccentric loads. To accomplish the stated objective, three full-scale models were tested in laboratory under the effect of concentric axial load, biaxial bending and uniaxial bending. The results obtained from lab testing were used to rectify a finite element model in the ANSYS software similar to pile caps on piles. A parametric study was conducted under concentric and eccentric loads with various base plate thicknesses, column sizes, number of bolts and bolt eccentricities in order to check the sensitivity of the flexuralbehavior of the base plate to the design variables. The results from ANSYS showed that the failure occurs at the face of column for the concentricaxial and uniaxial bending loadcases. For biaxial loading, the failure occurs in most cases along a line tangent to the column corner under load, unless more bolts are located close to column face. The most load critical case was due to biaxial bending where the failure occurred at a relatively small load, compared to the other two considered load cases. The location of anchor bolts and the width of column are the most important factors that influence the flexural stress distribution and intensity in the base plate. Based on the results of the finite element analysis, equations of influence angles are proposed to calculate the effective width of the base plate in resisting flexure as a function of the plate thickness and bolt eccentricity. The results obtained from these equations are intended to help Structural Engineers size base plates following the load and resistance factored design approach. The location of anchor bolts, width of column, and plate thickness are the most important factors that influence the flexural stress distribution and intensity in the base plate. College of Engineering Department of Civil Engineering Thesis sami DSpace at AUS (American University of Sharjah)
institution Open Polar
collection DSpace at AUS (American University of Sharjah)
op_collection_id ftamerunishariah
language English
topic Base Plates
ANSYS software
Anchor bolts
Finite element method
Engineering mathematics
spellingShingle Base Plates
ANSYS software
Anchor bolts
Finite element method
Engineering mathematics
Kayani, Abdul Wahab
Non-Linear Finite Element Analysis of Steel Base Plates on Leveling Nuts
topic_facet Base Plates
ANSYS software
Anchor bolts
Finite element method
Engineering mathematics
description A Master of Science thesis in Civil Engineering by Abdul Wahab Kayani entitled, "Non-Linear Finite Element Analysis of Steel Base Plates on Levelling Nuts," submitted in January 2012. Thesis advisor is Dr. Sami Tabsh. Available are both soft and hard copies of the thesis. Base plates are used to connect structural members to their foundations. They are routinely used in cantilevered structures supporting traffic utilities like overhead cantilevered direction signboards, traffic signals, speed cameras and high mast roadway light poles as well as in industrial warehouses and garages. These poles are usually supported on concrete footings by means of steel base plates on leveling nuts. The purpose of the leveling nuts is to adjust alignment of the supported member. Currently, there are no simple design methods in the relevant structural codes. Therefore, the objective of the proposed study is to develop a rational procedure for sizing a base plate on leveling nuts subjected to gravity and eccentric loads. To accomplish the stated objective, three full-scale models were tested in laboratory under the effect of concentric axial load, biaxial bending and uniaxial bending. The results obtained from lab testing were used to rectify a finite element model in the ANSYS software similar to pile caps on piles. A parametric study was conducted under concentric and eccentric loads with various base plate thicknesses, column sizes, number of bolts and bolt eccentricities in order to check the sensitivity of the flexuralbehavior of the base plate to the design variables. The results from ANSYS showed that the failure occurs at the face of column for the concentricaxial and uniaxial bending loadcases. For biaxial loading, the failure occurs in most cases along a line tangent to the column corner under load, unless more bolts are located close to column face. The most load critical case was due to biaxial bending where the failure occurred at a relatively small load, compared to the other two considered load cases. The location of anchor bolts and the width of column are the most important factors that influence the flexural stress distribution and intensity in the base plate. Based on the results of the finite element analysis, equations of influence angles are proposed to calculate the effective width of the base plate in resisting flexure as a function of the plate thickness and bolt eccentricity. The results obtained from these equations are intended to help Structural Engineers size base plates following the load and resistance factored design approach. The location of anchor bolts, width of column, and plate thickness are the most important factors that influence the flexural stress distribution and intensity in the base plate. College of Engineering Department of Civil Engineering
author2 Tabsh, Sami
format Thesis
author Kayani, Abdul Wahab
author_facet Kayani, Abdul Wahab
author_sort Kayani, Abdul Wahab
title Non-Linear Finite Element Analysis of Steel Base Plates on Leveling Nuts
title_short Non-Linear Finite Element Analysis of Steel Base Plates on Leveling Nuts
title_full Non-Linear Finite Element Analysis of Steel Base Plates on Leveling Nuts
title_fullStr Non-Linear Finite Element Analysis of Steel Base Plates on Leveling Nuts
title_full_unstemmed Non-Linear Finite Element Analysis of Steel Base Plates on Leveling Nuts
title_sort non-linear finite element analysis of steel base plates on leveling nuts
publishDate 2012
url http://hdl.handle.net/11073/3694
genre sami
genre_facet sami
op_relation Master of Science in Civil Engineering (MSCE)
American University of Sharjah Student Work
35.232-2012.07
http://hdl.handle.net/11073/3694
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