Instabilities in Structural Steel Elliptical Hollow Section Members
Author(s)
Law, Kwan Ho
Type
Thesis
Abstract
Elliptical hollow sections (EHS) have been recently added to the family of hollow steel
sections available to the construction industry. Their merits include different flexural
rigidities about the two principal axes offering efficient bending resistance about the
major axis and an aesthetically pleasant appearance. A number of recent practical
applications have emerged, which are outlined in this thesis.
Previous research on elliptical hollow sections has mainly focused on the cross-section
level with a set of design rules for cross-section classification and shear resistance being
proposed. The current study reviews the existing cross-section classification limits for
both circular and elliptical tubular sections and investigates member instability of EHS
in bending (lateral torsional buckling) and under combined axial compression and
bending. Reliability analyses to establish a set of reliable design rules for elliptical
hollow sections in the Eurocodes and other international structural design codes have
been also performed. The key components of this research include laboratory testing,
numerical modelling, and development of statistically verified design guidance.
A series of experimental studies were undertaken to investigate the buckling response of
elliptical hollow section members in bending and under combined axial load and
bending. In total, 8 beams, 6 columns and 27 beam-columns were tested; the test results
were then used to calibrate finite element models. Parametric studies were performed
utilizing the validated numerical models. Based on the experimental and numerical
findings, reliability analyses were undertaken to verify design rules for elliptical hollow
sections. It is envisaged that these design rules will be incorporated into future revisions
of Eurocode 3.
sections available to the construction industry. Their merits include different flexural
rigidities about the two principal axes offering efficient bending resistance about the
major axis and an aesthetically pleasant appearance. A number of recent practical
applications have emerged, which are outlined in this thesis.
Previous research on elliptical hollow sections has mainly focused on the cross-section
level with a set of design rules for cross-section classification and shear resistance being
proposed. The current study reviews the existing cross-section classification limits for
both circular and elliptical tubular sections and investigates member instability of EHS
in bending (lateral torsional buckling) and under combined axial compression and
bending. Reliability analyses to establish a set of reliable design rules for elliptical
hollow sections in the Eurocodes and other international structural design codes have
been also performed. The key components of this research include laboratory testing,
numerical modelling, and development of statistically verified design guidance.
A series of experimental studies were undertaken to investigate the buckling response of
elliptical hollow section members in bending and under combined axial load and
bending. In total, 8 beams, 6 columns and 27 beam-columns were tested; the test results
were then used to calibrate finite element models. Parametric studies were performed
utilizing the validated numerical models. Based on the experimental and numerical
findings, reliability analyses were undertaken to verify design rules for elliptical hollow
sections. It is envisaged that these design rules will be incorporated into future revisions
of Eurocode 3.
Date Issued
2010-09
Date Awarded
2011-01
Copyright Statement
Attribution NoDerivatives 4.0 International Licence (CC BY-ND)
Advisor
Gardner, Leroy
Sponsor
Dorothy Hodgkin Postgraduate Award Scheme provided by the Engineering and Physical Sciences Research Council (EPSRC) and Corus Tubes
Creator
Law, Kwan Ho
Publisher Department
Civil and Environmental Engineering
Publisher Institution
Imperial College London
Qualification Level
Doctoral
Qualification Name
Doctor of Philosophy (PhD)