Knots to Meters per Second Converter
Convert knots (kn) to meters per second (m/s) instantly, with a reference table for common values used in aviation and maritime navigation.
Use the Knots to Meters per Second Converter
Convert Knots to m/s
About Knots & m/s
- Exact conversion factor
- 1 kn = 1852 ÷ 3600 m/s ≈ 0.514444 m/s
- Reverse: m/s to kn
- 1 m/s = 3600 ÷ 1852 kn ≈ 1.94384 kn
- Why knots?
- 1 knot = 1 nautical mile per hour. A nautical mile equals 1 arcminute of latitude (1,852 m), making chart navigation arithmetic simple.
- Typical speeds
-
Context kn m/s Gentle breeze 7 3.60 Ferry boat 15 7.72 Cargo ship (cruise) 12 6.17 Category 1 hurricane 65 33.44 Small aircraft 120 61.73 Airliner (cruise) 480 246.93
Reference Table — Knots to m/s
Common values from 1 kn to 200 kn
| Knots (kn) | Meters / second (m/s) | Knots (kn) | Meters / second (m/s) |
|---|
Summary
One knot equals exactly 0.514444 meters per second, derived from the international nautical mile (1,852 m) divided by 3,600 seconds per hour. This converter applies that factor precisely, making it reliable for navigation, meteorology, and fluid-dynamics calculations. A reference table of common knot benchmarks is included for quick lookup.
How it works
- Enter a speed in knots in the input field.
- The converter multiplies your value by 0.514444 (the exact kn → m/s factor).
- The result in meters per second appears instantly.
- Use the reference table below the converter for common benchmarks.
- Click "Copy" to copy the m/s result to your clipboard.
Use cases
- Convert wind speed reports from knots to m/s for physics or engineering models.
- Translate ship or aircraft speed from knots to SI units for scientific calculations.
- Cross-check weather station data that mixes knot and m/s readings.
- Convert maritime chart speeds to m/s for fluid-dynamics simulations.
- Prepare data for CFD (computational fluid dynamics) software that requires m/s.
- Verify manual conversions when working with nautical navigation tables.
Frequently Asked Questions
Last updated: 2026-06-15 · Reviewed by Nham Vu