Ship stopping distance calculator
What this calculates: the deceleration, time to stop, and stopping distance of a ship coasting or reversing to a halt, from hull resistance and hydrodynamic added mass.
What it assumes: calm water, ITTC-1957 friction plus Holtrop–Mennen wave resistance (valid within moderate speed ranges), and no rudder or current effects.
What it ignores: sea state, fouling, loading condition, and propeller-specific reverse-thrust characteristics.
Full derivation and worked physics: Understanding Ship Deceleration.
Vessel Type
Type Characteristics
Typical Cb:
Thrust margin:
Crash stop (full astern):
Parameters
Results
Stopping Performance
Hydrodynamics Details
Forces & Resistance
Debug Information
Important Notes
• Resistance uses the ITTC 1957 friction line and the Holtrop (1984) wave-making regression, both fitted to conventional hull forms
• The typical ranges are crash-stop (full astern) rules of thumb; a coasting ship goes several times further
• Coasting is integrated to 1 knot because quadratic drag alone never brings the ship fully to rest
• Astern thrust is held constant after a fixed reversing delay; real engines ramp up, and the ship veers off its track
• Real stopping distances vary significantly with sea conditions, loading, fouling, and propeller condition
How it works
Ships have no brakes in the automotive sense — they decelerate purely against hydrodynamic resistance, and against reverse propeller thrust if the scenario calls for it. The calculator estimates block coefficient and wetted surface area from the vessel's dimensions, derives a resistance coefficient from Froude and Reynolds numbers, and integrates the resulting force against the ship's effective (added) mass to get deceleration, time, and distance. See thefull post for every equation.