Show simple item record

FieldValueLanguage
dc.contributor.authorTaiebat, Hossein H.
dc.contributor.authorCarter, John P.
dc.date.accessioned2020-11-16
dc.date.available2020-11-16
dc.date.issued2001-01-01en_AU
dc.identifier.urihttps://hdl.handle.net/2123/23781
dc.description.abstractThe performance of three-dimensional hexahedral elements has been compared in this study. The standard quadratic 20-noded hexahedral element has shown robust performance in many applications, however, it has a high number of nodes, which necessitates relatively large computational time. The standard linear 8-noded hexahedral element has the least number of nodes in elements of this geometric type, but it is unable to model adequately a state of pure bending. The 8-noded element can be modified by including non-conforming displacements to improve its efficiency. The modified hexahedral element has been adopted in finite element analyses and its excellent performance in terms of accuracy and time efficiency is described.en_AU
dc.language.isoenen_AU
dc.publisherSchool of Civil Engineering, The University of Sydneyen_AU
dc.rightsCopyright All Rights Reserveden_AU
dc.subjectCivil Engineeringen_AU
dc.subjectNon-conforming elementsen_AU
dc.subject3-D finite element analysisen_AU
dc.titleThree-Dimensional Non-Conforming Element (No. R808)en_AU
dc.typeReport, Researchen_AU
dc.subject.asrc0905 Civil Engineeringen_AU
usyd.facultyFaculty of Engineering, School of Civil Engineeringen_AU
usyd.departmentCentre for Advanced Structural Engineeringen_AU
workflow.metadata.onlyNoen_AU


Show simple item record

Associated file/s

Associated collections

Show simple item record

There are no previous versions of the item available.