Javascript must be enabled to continue!
Effect of Roll Forming Process Imperfections on the Buckling Capacity of Racked Beams
View through CrossRef
Abstract
Ensuring the stability and safety of steel storage racks is essential to withstand applied loads over time. Rack columns are typically produced through a cold roll‐forming, enabling high productivity and open‐section profiles, known as uprights. However, roll‐forming imperfections can adversely affect buckling capacity. Stub column compression tests, as defined by the EN 15512 standard, experimentally determine the buckling capacity, while numerical methods further analyze it. A common way to introduce geometric imperfections in FEM models is by superposing scaled eigenmodes obtained from an elastic buckling analysis. Although standards specify imperfection types (local, distortional, global) and magnitudes, combining them remains unclear, often requiring multiple scenarios that may overly penalize capacity, as some imperfections rarely occur simultaneously.
This work determines imperfection values from predefined roll‐forming imperfections and identifies which combination most significantly affects open‐section column buckling capacity. The initial roll‐forming imperfections were measured and each amplitude established. A FEM model incorporating these imperfections was developed and validated against experimental data. Finally, the effects of these errors and their most critical combination on buckling capacity were determined, contributing to improved design procedures and a more reliable assessment of structural performance.
Title: Effect of Roll Forming Process Imperfections on the Buckling Capacity of Racked Beams
Description:
Abstract
Ensuring the stability and safety of steel storage racks is essential to withstand applied loads over time.
Rack columns are typically produced through a cold roll‐forming, enabling high productivity and open‐section profiles, known as uprights.
However, roll‐forming imperfections can adversely affect buckling capacity.
Stub column compression tests, as defined by the EN 15512 standard, experimentally determine the buckling capacity, while numerical methods further analyze it.
A common way to introduce geometric imperfections in FEM models is by superposing scaled eigenmodes obtained from an elastic buckling analysis.
Although standards specify imperfection types (local, distortional, global) and magnitudes, combining them remains unclear, often requiring multiple scenarios that may overly penalize capacity, as some imperfections rarely occur simultaneously.
This work determines imperfection values from predefined roll‐forming imperfections and identifies which combination most significantly affects open‐section column buckling capacity.
The initial roll‐forming imperfections were measured and each amplitude established.
A FEM model incorporating these imperfections was developed and validated against experimental data.
Finally, the effects of these errors and their most critical combination on buckling capacity were determined, contributing to improved design procedures and a more reliable assessment of structural performance.
Related Results
Experimental Study Of Curvature And Frictional Effects On Buckling
Experimental Study Of Curvature And Frictional Effects On Buckling
ABSTRACT
Buckling and post-buckling lock-up place a limit on the reach of extended-reach and horizontal wells. Although buckling has received considerable theoret...
Buckling Analysis in Creep Conditions: Review and Comparison
Buckling Analysis in Creep Conditions: Review and Comparison
In the case of structures operating at high temperature in normal or accidental conditions, the influence of creep has to be considered at the design stage because this phenomenon ...
Analytical displacement-controlled solutions to bifurcation buckling and post-buckling of soft functional beams with constrained ends
Analytical displacement-controlled solutions to bifurcation buckling and post-buckling of soft functional beams with constrained ends
Abstract
The soft functional beams in many modern devices usually have elastic bifurcation buckling under the end-displacement control, which is essential to their conseque...
Numerical Evaluation of Lateral Torsional Buckling of PFRP Channel Beams under Pure Bending
Numerical Evaluation of Lateral Torsional Buckling of PFRP Channel Beams under Pure Bending
The use of pultruded fiber reinforced polymers (PFRPs) in strengthening and sustainable design of bridges and other structures exposed to corrosion and resistance reduction factors...
Odd version Mathieu-Gaussian beam based on Green function
Odd version Mathieu-Gaussian beam based on Green function
Like the theoretical pattern of non-diffracting Bessel beams, ideal non-diffracting Mathieu beams also carry infinite energy, but cannot be generated as a physically realizable ent...
Shear Stresses of Hollow Lightweight Concrete Beams Made with Wood Waste
Shear Stresses of Hollow Lightweight Concrete Beams Made with Wood Waste
Hollow Lightweight Concrete (HLC) beams are gaining popularity due to low cost and low weight as compared with the Solid Lightweight Concrete (SLC) beams. HLC and SLC beams decreas...
Localized Buckling of Buried Flexible Pipelines
Localized Buckling of Buried Flexible Pipelines
ABSTRACT
Buckling of submarine pipelines due to axial compressive forces caused by the constrained expansions set up by thermal and internal pressure actions has ...
Equivalent Geometric Imperfections for Local Buckling of Slender Box-section Columns
Equivalent Geometric Imperfections for Local Buckling of Slender Box-section Columns
Determining the plate or the local buckling resistance is highly important in designing steel buildings and bridges. The EN 1993-1-5Annex C provides a FEM-based design approach to ...

