Equivalent properties of core walls and beams via the finite element method

Core walls and thin-walled beams generally comprise a series of flat segments which are joined to form a load resisting cross-sectional profile. The crosssections can be open or closed, can be hybrids combining open and closed sections, or can be perforated along the length. A majority of cross sections are unsymmetric, and in general, the shear centre of the section does not coincide with the centroid. The determination of cross-sectional properties of any cross section necessarily includes: a) the moments of inertia (Ixx,Jyy,Jxy), b) the shear areas (Ashx,Ashy), c) the warping and torsion constants (Iww, J), and d) the shear centre location (ex,ey). A simple finite element approach is presented for the determination of these properties from a series of unit load analyses.

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Publication Details

Published
2026-02-26
DOI
https://doi.org/10.1201/9781003761730-69
Primary Topic
Structural Load-Bearing Analysis
Type
article
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article

Equivalent properties of core walls and beams via the finite element method

Kenneth Kavanagh
Structural Load-Bearing Analysis
article

Equivalent properties of core walls and beams via the finite element method

Kenneth Kavanagh
article en

Abstract

Core walls and thin-walled beams generally comprise a series of flat segments which are joined to form a load resisting cross-sectional profile. The crosssections can be open or closed, can be hybrids combining open and closed sections, or can be perforated along the length. A majority of cross sections are unsymmetric, and in general, the shear centre of the section does not coincide with the centroid. The determination of cross-sectional properties of any cross section necessarily includes: a) the moments of inertia (Ixx,Jyy,Jxy), b) the shear areas (Ashx,Ashy), c) the warping and torsion constants (Iww, J), and d) the shear centre location (ex,ey). A simple finite element approach is presented for the determination of these properties from a series of unit load analyses.

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