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km/h to metres per second: speed and distance converter

Turn any speed into metres per second, see how far a vehicle travels while the driver glances at a phone, and how many seconds it takes to reach your work area. Handy for toolbox talks and for picturing Dimension D.

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Speed & distance converter

Turn a speed into distance per second, see how far a vehicle travels while a driver looks at a phone, and how long it takes to reach your work area. Pick your country for its units and the speed-based distances its own rules use.

How it's calculated

Metres per second = km/h ÷ 3.6 (feet per second = mph × 1.467). Distance in t seconds = speed per second × t. Time to cover a distance = distance ÷ speed per second. Useful in a toolbox talk: at 60 km/h a vehicle covers about 17 metres every second. Below the result you'll see the speed-based distances your country's own rules use, with their source.

Read more: Work zone intrusions: causes and prevention · Toolbox talk briefing checklist

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This km/h to m/s converter turns a vehicle's speed into the metres it covers every second. It then shows how far that vehicle travels while a driver looks away from the road, and how long it takes to reach your work area from any distance upstream.

Those three numbers are the simplest way to explain why road work layouts look the way they do. Signs sit a long way back, controllers stand where they can be seen early, and workers keep an escape route, because vehicles cover ground far faster than most people picture.

How it's worked out

Everything comes from one conversion. A kilometre is 1,000 metres and an hour is 3,600 seconds, so:

  • Metres per second = km/h ÷ 3.6
  • Distance in t seconds = (km/h ÷ 3.6) × t
  • Time to cover a distance = distance ÷ (km/h ÷ 3.6)

The converter shows:

  • the speed in metres per second
  • the distance travelled during the look-away time you enter
  • the time to cover your distance to the work area
  • the distance covered in 1 second and in 3 seconds
  • a table at 40, 60, 80, 100 and 110 km/h showing metres per second, the distance in 2 seconds and the time to cover your distance

Nothing is rounded until it's displayed. Metres per second are shown to one decimal place and distances to the nearest metre.

km/h to m/s at common speeds

SpeedMetres per secondIn 2 seconds200 m takes
40 km/h11.122 m18.0 s
50 km/h13.928 m14.4 s
60 km/h16.733 m12.0 s
80 km/h22.244 m9.0 s
100 km/h27.856 m7.2 s
110 km/h30.661 m6.5 s

A quick rule for the field: at 60 km/h a vehicle covers about 17 m every second, and at 100 km/h it covers nearly 28 m. Double the speed and you double the distance per second, but stopping distance grows even faster because braking distance depends on the speed squared. The stopping sight distance calculator shows that part.

A worked example for a toolbox talk

A crew is working on the shoulder of a road with an 80 km/h approach. The first advance warning sign is 200 m upstream of the workers.

  1. Enter 80 km/h, a distance of 200 m and a look-away time of 2 seconds.
  2. 80 ÷ 3.6 = 22.2 m every second.
  3. In a 2-second glance at a phone the driver travels 22.2 × 2 = 44 m without watching the road.
  4. From the first sign to the workers takes 200 ÷ 22.2 = 9 seconds.

So a driver who passes the first sign and then looks at a phone for 2 seconds has used up almost a quarter of their warning distance before they look up. Nine seconds is all the time the crew has if that driver doesn't slow down. That's a strong way to open a talk about escape routes, lookouts and never turning your back on traffic. Our toolbox talk briefing checklist and the guide to work zone intrusions build on this.

Speed and Dimension D in NSW

Under Transport for NSW's TS 05492 Traffic Control at Work Sites (June 2026), most distances on a NSW work site are multiples of Dimension D. D is the speed of the zone drivers are in before the point you're measuring, read as metres. An 80 km/h approach gives D = 80 m.

The converter gives a useful way to picture it: at any speed, a vehicle covers D metres in 3.6 seconds. So 1.5D, the minimum sight distance to a traffic controller, is about 5.4 seconds of travel, whatever the speed.

D also lags one zone behind. In a run of zones of 100, 80, 60 and 40 km/h, D is 100, 100, 80 and 60 m, because each value comes from the zone before it. D is not used to set the length of a speed zone. Those lengths come from their own tables:

Temporary speed limitMinimum zone length (TS 05492 Table 27)Transition zone (Table 28)
Under 40 km/h100 to 200 m–
40 km/h100 to 500 m–
50 or 60 km/h150 m150 m
70 km/h200 m200 m
80 or 90 km/h500 m300 m

Transition zones should be longer where there's heavy traffic, a lot of heavy vehicles or a downgrade. A 40 km/h zone can run up to 2 km for spray-seal resurfacing. Our guide to work zone speed limits in NSW explains how the limit itself is chosen.

Queensland differences

Queensland's QGTTM Part 3 sits on top of the national Austroads guide (AGTTM) and works differently:

  • The 200 m rule. For the first 200 m after a speed limit drops, sign spacing and tapers use the higher speed. A spacing that falls partly inside that 200 m uses the higher speed for its whole length.
  • Sign spacing is 15 m up to 55 km/h, 45 m from 56 to 65 km/h and equal to the speed in km/h above that. A single advance sign goes at double the spacing.
  • Speed by worker distance. QGTTM Part 3 Table 5.5 suggests 40 km/h where workers are within 1.2 m of traffic without a barrier, 60 km/h for 1.2 to 3 m, and 80 km/h for 3 to 6 m.

The converter works the same way in every state, because metres per second are just arithmetic. What changes is the distance the rules ask for. Victoria, WA and SA follow AGTTM with their own codes of practice, so check the approved TGS for the figures that apply.

Using the numbers safely

The converter tells you how far and how fast. It doesn't tell you what's allowed. Use it to:

  • explain to a new starter why the escape route matters
  • show a client why the first sign has to go so far back
  • check how long a vehicle takes to reach a controller from the first point they can be seen
  • picture what a look-away of 1, 2 or 3 seconds really means

For sight distance to a controller or queue, use the sight distance check. For sign positions, use the sign layout builder. And when the site doesn't fit the TGS, talk to the traffic management designer before changing anything: moving signs beyond the tolerances is a TGS change.

Frequently asked questions

How do you convert km/h to m/s?

Divide the speed in km/h by 3.6. 60 km/h is 16.7 m/s, 80 km/h is 22.2 m/s and 100 km/h is 27.8 m/s. To go back, multiply metres per second by 3.6.

How far does a car travel in one second at 60 km/h?

About 16.7 m. In 2 seconds it travels about 33 m and in 3 seconds about 50 m, before the driver has even started to react.

How far does a car travel while the driver looks at a phone?

Distance = (km/h ÷ 3.6) × seconds looking away. A 2-second glance at 80 km/h is about 44 m, and at 100 km/h it's about 56 m, travelled without the driver watching the road.

How long does a car take to reach workers 200 m away?

At 60 km/h, 200 m takes about 12 seconds. At 80 km/h it's 9 seconds and at 100 km/h about 7 seconds. That's the warning time workers have if a vehicle doesn't slow down.

What is Dimension D?

In NSW, D is the speed of the zone drivers are in before a point, read as metres, so a 60 km/h approach gives D = 60 m. TS 05492 uses multiples of D for sign spacing and sight distances. A vehicle covers D metres in 3.6 seconds at that speed.

How long is a temporary speed zone in NSW?

TS 05492 Table 27 sets minimum lengths: 150 m for 50 and 60 km/h zones, 200 m for 70 km/h and 500 m for 80 and 90 km/h. A 40 km/h zone runs from 100 to 500 m. The approved TGS sets the actual length.

Sources and standards

Rules last checked . Spotted a change? Tell us.

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