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Conversionsmeasurement

Speed Converter

Speed between kilometres per hour, miles per hour, metres per second and knots. A knot is one nautical mile an hour, and a nautical mile is a minute of latitude, which is why it is not a round number in either system.

Also called: kmh to mph, mps to kmh, knots converter.

Result
0.621371

1 Kilometres per hour is 0.621371 Miles per hour. The factor is 0.6213711922, and the inverse is 1.609344. The table below gives the same value in every speed unit at once.

Conversion factor
0.6213711922
Inverse factor
1.609344
Value in mps
0.2777777778
Converting from
Kilometres per hour
Converting to
Miles per hour
Dimension
speed

The same value in every speed unit

UnitValue
Metres per second0.28
Kilometres per hour1
Miles per hour0.62
Knot0.54
Feet per second0.91
Method and background

How this is calculated

All held against metres per second. The knot survives in aviation and at sea because a nautical mile is one minute of arc along a meridian, so a speed in knots converts directly into degrees of latitude covered per hour. That geometric convenience is worth more at sea than a round metric factor.

result = value * factor_from / factor_to
k
Each unit's size in mps

Worked examples

Each of these is asserted on every build. If a change to the engine ever moved one of these answers, the build would fail before the page could print it.

100 km/h in mph

Value
100
From
Kilometres per hour
To
Miles per hour

Result62.137119

100 / 1.609344, exact by the international mile

Open this example

a knot in km/h

Value
1
From
Knot
To
Kilometres per hour

Result1.852

exact: a nautical mile is defined as 1852 metres

Open this example

zero is zero in any unit

Value
0
From
Miles per hour
To
Metres per second

Result0

degenerate case

Open this example

Frequently asked questions

How do I convert km/h to m/s in my head?
Divide by 3.6. 90 km/h is 25 m/s. The factor is exact because a kilometre is 1,000 m and an hour is 3,600 s.
What is a knot?
One nautical mile per hour, so 1.852 km/h exactly. It survives in navigation because a knot is one minute of latitude per hour, which makes chart work arithmetic rather than conversion.