Enter the specific fuel consumption, horsepower, and fuel-specific weight into the calculator to estimate the boat’s fuel consumption (typically expressed as gallons per hour at full power).

Boat Fuel Consumption Calculator

By Engine HP
Trip Planner

Estimates fuel burn from your engine’s horsepower and type.

Boat Fuel Consumption Formula

The following formula is used to estimate a boat engine’s fuel consumption.

FC = (SFC * HP) / FSW
  • Where FC is the fuel consumption at max throttle (gallons per hour, gal/hr)
  • SFC is the specific fuel consumption (typically in lb/(hp·hr))
    • Gasoline (typical) ≈ 0.50 lb/(hp·hr)
    • Diesel (typical) ≈ 0.38 lb/(hp·hr)
  • HP is the engine horsepower
  • FSW is the fuel specific weight (lb/gal)
    • Gasoline ≈ 6.1 lb/gal
    • Diesel ≈ 7.1 lb/gal

To calculate boat fuel consumption, multiply the specific fuel consumption (SFC/BSFC) by the engine horsepower to get fuel mass per hour, then divide by the fuel specific weight to convert to gallons per hour.

What is a boat fuel consumption?

A boat fuel consumption is a rate at which the engine on a boat consumes fuel, typically measured in gallons per hour.

The fuel consumption depends on the horsepower of the engine, throttle level, and type of fuel used.

How to calculate boat fuel consumption?

Example Problem:

The following example outlines how to calculate the fuel consumed by a boat engine.

First, determine the horsepower of the engine. In this example, the boat has one engine with a horsepower of 400 HP.

Next, determine the specific fuel consumption and fuel-specific weight of the fuel. In this example, the fuel is gasoline, so these values are 0.50 lb/(hp·hr) and 6.1 lb/gal respectively.

Finally, calculate the fuel consumption at max throttle using the formula above:

FC = (SFC * HP) / FSW

FC = (.50 * 400) / 6.1

FC = 32.787 gallons per hour

As a rough estimate, if fuel burn scales approximately with engine power, then at about half power you can divide the full-power fuel burn by 2 (actual results vary with engine efficiency and prop/hull load).

32.787 / 2 = 16.393 gallons per hour