Sailing into shallow waters, ports, or canals drastically alters how your vessel behaves. A ship that sails comfortably in the deep ocean can suddenly find itself scraping the bottom of a channel due to hydrodynamic forces. This is where Under Keel Clearance (UKC) and the Squat Effect become the most critical factors in your Passage Plan.
The Danger of the Squat Effect
The Squat Effect is a hydrodynamic phenomenon. As a ship moves forward through shallow water, it displaces the water ahead of it. This water must rush back under the Keel to fill the void left behind. According to Bernoulli's principle, an increase in fluid velocity results in a decrease in pressure. This creates a powerful suction effect that pulls the ship deeper into the water, effectively increasing your draft.
Mathematical Calculation of Squat
While dynamic squat changes based on hull form, the standard empirical formula utilized in maritime navigation relies on your Speed Over Ground (COG/SOG) and the vessel's Block Coefficient (Cb).
Maximum Squat (m) = (Cb × V²) / 100 (Where V is the speed in knots. For confined waters, the denominator changes to 50, doubling your squat).
Because squat increases exponentially with the square of your speed, reducing your speed by half reduces your squat effect to just one-quarter.
Calculating Dynamic Under Keel Clearance (UKC)
Your static UKC on the chart is dangerously misleading. To find your true, dynamic UKC, you must consider the following equation:
Dynamic UKC = (Charted Depth + Height of Tide) - (Static Draft + Maximum Squat + Heel/Roll Allowance + Wave Sinkage)
If your Bathymetry readings (soundings) show a UKC approaching your company's minimum safe limits (usually 10% of your maximum draft), immediate action to reduce speed is required.
Sources and verification
Use these references as the starting point for verification; always follow current flag-state, company, port, and approved shipboard documents for operational decisions.