Guide
Residual Stability and Damaged Equilibrium
After flooding, a yacht seeks a new equilibrium defined by its changed buoyancy and weight distribution. Residual stability examines the heel, trim, damaged waterline and righting ability remaining around that condition.
Published: Aug. 10, 2026
Last verified: Aug. 10, 2026
Once flooding changes the yacht's buoyancy and effective weight distribution, the original intact waterline no longer represents equilibrium. The vessel sinks, heels and trims until the remaining buoyant forces and weights balance in all required directions. Damage-stability calculations solve for that new condition. The resulting damaged draft marks and heel can be substantially different from the intact state even when only one compartment has flooded.
Under an added-weight representation, seawater entering the yacht becomes additional mass and the displacement increases. Under lost-buoyancy treatment, the flooded volume is removed from the effective buoyant form and the equilibrium is solved accordingly. The numerical procedures differ but should describe the same physical condition when applied consistently within their assumptions.
Off-centre flooding creates a transverse moment. The yacht heels until the shifted centre of buoyancy and changed weight distribution provide moment equilibrium. A large equilibrium heel can reduce the usable stability range on the low side and bring openings closer to immersion. Applicable criteria therefore place importance on the damaged heel itself as well as the subsequent righting-arm curve.
Flooding forward or aft changes longitudinal weight and buoyancy balance. The vessel rotates in pitch until its damaged longitudinal centres reach equilibrium. Extreme trim can immerse bow or stern openings and significantly alter freeboard on one end of the yacht. Calculating damaged trim is consequently necessary before evaluating which openings and decks remain above the water.
The righting ability remaining after damage can be represented through a residual GZ curve. The curve is generated for the damaged geometry and weight condition rather than by simply reducing the intact curve by a fixed percentage. Flooded spaces, altered waterplane shape, free surfaces and equilibrium heel all affect the result. Residual stability therefore needs a fresh hydrostatic calculation.
A damaged yacht needs sufficient ability to resist further heeling beyond the equilibrium angle. Applicable rules can measure the range over which positive righting ability remains before a limiting opening or loss of stability is reached. A vessel sitting at a moderate equilibrium heel but with almost no remaining positive range can have little reserve against wind, waves or passenger movement.
Damage-stability standards can require a minimum residual righting arm or an area under the GZ curve over a defined range. These measures describe both instantaneous restoring leverage and the broader capacity to resist additional heeling. The exact criteria depend on the governing code, but the principle is that survivability requires a meaningful reserve of righting ability rather than neutral equilibrium alone.
Floodwater can create large internal free surfaces, and partially filled intact tanks can add further free-surface effects. As the yacht heels, these liquids move toward the low side and reduce effective righting ability. The damaged condition therefore needs the correct treatment of both floodwater and remaining tank states. Ignoring those effects can substantially overstate residual stability.
Survival after damage does not occur in a laboratory free of wind or environmental effects. Applicable criteria can include specified heeling moments or other allowances depending on vessel type. A damaged yacht already sitting at heel has less margin available before openings immerse or residual righting ability is exhausted. The damaged equilibrium must therefore provide enough reserve for the assumptions embedded in the governing standard.
Every damage case and loading condition can produce a different equilibrium heel, trim and residual GZ curve. There is no one damage-stability number belonging permanently to a yacht. Compliance is demonstrated by assessing the required set of conditions and showing that the applicable survival criteria are met. This is why subdivision changes and permanent weight changes can require formal recalculation rather than an informal judgement that the yacht still has plenty of stability.
Sources and verification
Primary source: International Maritime Organization — Damage Stability
- IMO Damage Stability — explains survival after flooding within deterministic and probabilistic damage-stability frameworks.
- USNA EN342 Ship Hydrostatics and Stability — covers methods for calculating damaged stability and trim and assessing righting-arm characteristics.
- MCA MGN 692 — provides detailed explanatory notes for SOLAS II-1 damaged equilibrium, survival and subdivision calculations.
Residual-stability criteria vary with the applicable damage-stability regime. The governing calculations may include requirements for equilibrium heel, positive righting range, GZ magnitude, area, downflooding and intermediate stages.