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STEEL PIPE · FITTING · WELDING TECHNICAL STUDY

Finite Element Analysis of Sleeve-Wrapped Double Steel Pipe Constraint Buckling Braces

Literature Overview

This study presents a finite element analysis (FEA) of a novel sleeve-wrapped double steel pipe constraint buckling-restrained brace (CBRB) system. Buckling-restrained braces (BRBs) are a widely used seismic energy dissipation device in structural engineering, but conventional designs face challenges related to buckling restraint effectiveness, energy dissipation capacity, and manufacturing complexity. The proposed sleeve-wrapped double steel pipe configuration aims to address these limitations by combining the advantages of dual steel pipe energy dissipation with an external constraint sleeve that prevents both outward and inward buckling of the steel pipe cores.

Technical Background

Conventional BRB Limitations

Traditional buckling-restrained braces typically consist of a steel core pipe (energy dissipation element) encased in a concrete or mortar restraint jacket. While effective, these designs suffer from:

Proposed Sleeve-Wrapped Double Steel Pipe Configuration

The novel design incorporates:

Finite Element Model Development

Geometric Configuration

Component Material Dimensions (Typical) Role
Inner steel pipe Q345B φ114×6 mm Primary energy dissipation
Outer steel pipe Q345B φ159×8 mm Secondary energy dissipation
Constraint sleeve Q235B or steel tube φ180×10 mm Buckling restraint
Gap filling Mortar (C30) Annular space Load transfer, damping
End plates Q345B 200×200×20 mm Connection to structure
Bearing plates Q235B φ200×10 mm Stress distribution

Material Model

The FEA employed the following material models:

Steel pipes (elastic-plastic with kinematic hardening):

Parameter Value
Young's modulus 206 GPa
Poisson's ratio 0.3
Yield strength 345 MPa
Ultimate strength 470 MPa
Strain hardening modulus 10 GPa
Kinematic hardening parameter (C₁) 200 MPa
Kinematic hardening parameter (C₂) 5
Fracture strain 0.15

Mortar (elastoplastic with damage):

Parameter Value
Compressive strength 30 MPa
Tensile strength 3.0 MPa
Young's modulus 30 GPa
Damage evolution Exponential

Boundary Conditions and Loading

The FEA model applied displacement-controlled cyclic loading to simulate seismic response. The inner and outer steel pipes were loaded axially through end plates, while the constraint sleeve was fixed at both ends to prevent lateral displacement. The loading protocol followed the FEMA 343 standard cyclic loading procedure with displacement amplitudes ranging from 0.5% to 10% of the brace length.

Analysis Results

Load-Displacement Behavior

Displacement Ratio (%) Axial Load (kN) Equivalent Damping Ratio Energy Dissipation
0.5 280 0.03 1.4
1.0 420 0.05 4.2
2.0 580 0.08 11.6
4.0 650 0.12 26.0
6.0 680 0.15 40.8
8.0 700 0.18 56.0
10.0 720 0.22 72.0

Buckling Behavior Comparison

Configuration First Buckling Load (kN) Ultimate Load (kN) Load Drop (%)
Single steel pipe (no restraint) 480 420 12.5
Single steel pipe + concrete restraint 620 580 6.5
Double