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Physics & Solvers
Static, Modal, Kσ, Thermal, Contact
Static + Modal + Buckling · 22k DOFCivil & BridgesMITC4 Shells & Beams

High-Rise Shear Core Wall (3D Buckling)

Rigorous 3D shell geometric stiffness matrix K_σ benchmark verifying cantilever core wall buckling and shear deformation against Euler-Greenhill theory.

The central elevator and service core serves as the primary lateral-load resisting spine for high-rise towers. In standard FEA formulations, evaluating the eigenvalue buckling multiplier λ₁ of a 3D box tube under distributed self-weight requires capturing both in-plane and out-of-plane membrane geometric stiffness K_σ across orthogonal walls. WebCAE validates core cantilevering deflection, natural bending frequencies, and Greenhill heavy-column critical buckling load within 0.52% of analytical closed-form solutions.

✓ 3D Shell Geometric Stiffness K_σ✓ Euler-Greenhill Buckling Benchmark✓ Shear Core Lateral Drift✓ Thin-Walled Box Cantilever Modal
Pre-solved .caeweb container ready
λ₁ = 11.811 · f₁ = 0.127 Hz · 3,600 quads
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High-Rise Shear Core Wall (3D Buckling)
λ₁ = 11.811 · f₁ = 0.127 Hz · 3,600 quadsLaunch 3D ↗
Dimensions
Height 288.0 m · Core 13.5 × 13.5 m
Mesh Elements
3,888 quad shells
Degrees of Freedom
22,776 DOF
Buckling Eigenvalue
λ₁ = 11.811 (0.52% vs Greenhill)
Fundamental Frequency
f₁ = 0.127 Hz (0.64% error)
Top Drift
u_top = 0.541 m (1.34% error)
Solver Runtime
0.9 s (native static + modal + buckling)

1. Geometry & FEA Mesh

  • •Core geometry: height 288.0 m (72 stories × 4.0 m), cross-section 13.5 × 13.5 m with two internal dividing shear walls at x = ±2.25 m.
  • •Material properties: reinforced concrete with E = 40.0 GPa, ν = 0.20, ρ = 2,500 kg/m³, wall thickness t = 0.6 m (total mass 35,000 t, distributed weight 121.5 t/m).
  • •Section properties: area A = 48.6 m², moments of inertia I_x = 1.0671 m⁴, I_y = 1.2307 m⁴, shear area A_s,x = 16.2 m².
  • •Mesh: 3,888 quad shell elements (mesh 9 × 72 per wall), 3,796 nodes, and 22,776 system degrees of freedom.

2. Loads & Boundary Conditions

  • •Continuous 6-DOF clamped constraint at foundation level (z = 0) along all exterior and interior wall footprints.
  • •Uniform lateral pressure p = 1,000 Pa applied to western and eastern walls (total lateral force 7.776 MN, overturning moment 1,119.7 MN·m).
  • •Self-weight gravity load generating axial compression σ_z = 6.82 MPa at base elevation for geometric stiffness K_σ construction.

3. Simulation Results & Findings

  • ✓Critical self-weight buckling multiplier λ₁ = 11.811 matches the Greenhill analytical solution (11.749) within 0.52% error.
  • ✓Top lateral wind deflection u_top = 0.5408 m matches the combined Euler-Bernoulli flexure and Timoshenko shear solution (0.5481 m) within 1.34%.
  • ✓Fundamental vibration frequency f₁ = 0.1267 Hz agrees with Dunkerley shear-corrected beam theory (0.1259 Hz) within 0.64%.
Enterprise & Engineering Workflow

Design bureaus evaluate shear core wall dimensions and verify geometric stability margins under gravity loads before running multi-hour commercial FEA models. The pre-calculated .caeweb container delivers full 3D stress distributions and buckling mode shapes for structural peer review directly in modern web browsers.

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