The elastic flexural-torsional buckling of beam-columns by discrete element techniques

AuthorCasem, Conrado Sibayan
Call NumberAIT Thesis no. 295
Subject(s)Columns
Structural engineering
NoteA thesis submitted in partial fulfillment of the requirements for the degree of Master of Engineering of the Asian Institute of Technology, Bangkok, Thailand.
PublisherAsian Institute of Technology
AbstractThe elastic flexural-torsional buckling of beam-columns consisting of prismatic bars with bisymmetric, thin walled open cross sections is analyzed using a discrete element idealization method. The matrix force displacement equation for the structural elements into which a beam-column is idealized is formulated using Castigliano's first theorem with the strain energy expression for a bent and twisted bar loaded with axial thrust and primary bending moment. The matrix equations representing the elements of a beam-column are then assembled, forming a general matrix equation containing the combined stability and elastic stiffness matrices from which critical loads may be evaluated using the determinantal criterion of stability. The method is exemplified by the analysis of the buckling behavior of W beam-columns loaded with axial thrust and end moments applied about the major axis of the section. The results, shown in interaction diagrams, compare well in shape with those obtained in the existing literature. Critical loads for simple flexural buckling of columns and for lateral buckling of simply supported beams subjected to end moments are very close upper bound estimates of the "exact" values.
Year1970
TypeThesis
SchoolStudent Research Before 1980
DepartmentOther Field of Studies (No Department)
Academic Program/FoSThesis (Year <=1979)
Chairperson(s)McGuire, William
Examination Committee(s)Lee, Seng-Lip ;Smith, Robert B.L.
Scholarship Donor(s)Asian Institute of Technology
DegreeThesis (M. Eng.) - Asian Institute of Technology, 1970


Usage Metrics
View Detail5
Read PDF0
Download PDF0