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FEA ANSYS Structural Analysis Marine Engineering FEEG3004

Racing Yacht
Keel FEA

Full structural simulation of an IMOCA-class racing yacht keel — assessing stress, displacement, and regulatory compliance across self-weight and frontal grounding impact scenarios.

Year 2025
Tool ANSYS 2025 R2
Material Steel — 800 MPa yield
Load Cases Self-weight · Frontal Impact
Regulation IMOCA Class Rules 2028
Keel FEA equivalent von Mises stress
42.2 mm
Fin lateral displacement
(self-weight)
91.99 MPa
Max z-normal stress
(fin, self-weight)
235.8 MPa
Peak von Mises stress
(frontal impact)
125.99 MPa
Fin von Mises stress
(frontal impact)
0.001156
Max equivalent strain
(frontal impact)

Structural FEA of an IMOCA-class racing keel

This study used ANSYS to simulate the structural response of a racing yacht keel — a fin-and-bulb assembly — under two distinct load cases: the sustained gravitational self-weight of the keel and bulb acting on the fin, and a dynamic frontal grounding impact. Both scenarios were assessed against IMOCA Class Rules for 2028, which mandate an overall safety factor of 5.0 and a heightened factor of 6.5 in structural attachment zones such as the root-fin and fin-bulb interfaces.

With a steel yield strength of 800 MPa, this translates to a maximum permissible von Mises stress of 123.07 MPa in the attachment regions. The simulation results were validated against independent analytical hand calculations, and a mesh convergence study was conducted across node counts from approximately 8,000 to 65,000 to confirm result reliability.

Self-weight loading

The first load case applied the combined self-weight of the fin and bulb assembly as a gravitational body force. With the bulb mass of 2,486 kg at the fin tip, the cantilevered fin experiences significant bending stress along its length and a measurable lateral deflection at the tip.

Fin lateral displacement magnitude
FIG 1 — Fin lateral displacement magnitude (self-weight)
z-direction normal stress (fin)
FIG 2 — Max normal stress in z-direction (fin)
Overall von Mises stress (Case 1 self-weight)
FIG 3 — Max equivalent von Mises stress (overall, self-weight)
Displacement Magnitude
42.24 mm
Lateral tip deflection of the fin under full gravitational loading
Max z-Normal Stress (Fin)
91.99 MPa
Bending-driven normal stress in the longitudinal fin direction
Max von Mises (Overall)
185.6 MPa
Peak equivalent stress — concentrated at structural attachment zones

Frontal grounding impact

The second load case simulated a frontal grounding event — a critical scenario in offshore racing where the keel strikes a submerged obstruction. In this case, the safety philosophy shifts: rather than preventing any deformation, the criterion is to permit controlled plastic deformation that dissipates impact energy, analogous to automotive crumple zones.

With a safety coefficient of 1 relative to the 16% breaking strain, the fin attachment zone is designed to yield plastically before fracture — protecting both the vessel's hull and crew from the sudden transfer of impact force. A brittle fracture at this joint would be catastrophic.

Overall von Mises stress (Case 2 frontal impact)
FIG 4 — Overall max equivalent von Mises stress (frontal impact)
Fin equivalent von Mises stress (Case 2)
FIG 5 — Fin max equivalent von Mises stress (frontal impact)
Equivalent elastic strain (Case 2)
FIG 6 — Max equivalent von Mises strain (overall)
Region Safety Factor Required Permissible Stress Simulated Stress Status
General structure 5.0× 160.0 MPa 185.6 MPa (Case 1) ⚠ Review
Attachment zones (root/bulb) 6.5× 123.07 MPa 125.99 MPa (fin, Case 2) ⚠ Marginal
Frontal impact — breaking strain 1.0× (16% strain) Plastic deformation permitted Strain = 0.001156 ✓ Pass

Convergence study

To confirm the reliability of the FEA results, a mesh convergence study was performed by systematically reducing element size and recording the change in key stress outputs. As the node count increases — meaning smaller, more numerous elements — the solution converges towards the true continuum behaviour. Effective convergence was observed at approximately 40,000 nodes (mesh size 0.035 m), beyond which the stress values stabilise to a negligible difference.

Two independent datasets were compared across the same nodal range: the maximum z-direction normal stress under self-weight, and the fin equivalent von Mises stress under frontal impact. Both converge at similar nodal intervals, reinforcing the validity of the analysis as a whole.