Treadmill Speed to Pace Chart
Treadmill consoles show a speed; running plans are written in pace. This chart converts every belt speed from 4 to 20 km/h into minutes per kilometre and per mile, the time it would take to cover 5K and 10K, and the distance you cover in half an hour — then shows what adding incline actually costs.
Compiled and reviewed by Jesse · Last reviewed
Treadmill speed to pace
Find the number on the console down the left edge. The two pace columns are what a training plan means by pace, the 5K and 10K columns are how long the belt would take to cover those distances at that setting, and the last column is the distance in a 30-minute session.
| Speed | In mph | Pace /km | Pace /mi | 5K time | 10K time | Distance in 30 min |
|---|---|---|---|---|---|---|
| 4.0 km/h | 2.5 mph | 15:00 /km | 24:08 /mi | 1:15:00 | 2:30:00 | 2.0 km |
| 4.5 km/h | 2.8 mph | 13:20 /km | 21:27 /mi | 1:06:40 | 2:13:20 | 2.3 km |
| 5.0 km/h | 3.1 mph | 12:00 /km | 19:19 /mi | 1:00:00 | 2:00:00 | 2.5 km |
| 5.5 km/h | 3.4 mph | 10:55 /km | 17:33 /mi | 54:33 | 1:49:05 | 2.8 km |
| 6.0 km/h | 3.7 mph | 10:00 /km | 16:06 /mi | 50:00 | 1:40:00 | 3.0 km |
| 6.5 km/h | 4.0 mph | 9:14 /km | 14:51 /mi | 46:09 | 1:32:18 | 3.3 km |
| 7.0 km/h | 4.3 mph | 8:34 /km | 13:48 /mi | 42:51 | 1:25:43 | 3.5 km |
| 7.5 km/h | 4.7 mph | 8:00 /km | 12:52 /mi | 40:00 | 1:20:00 | 3.8 km |
| 8.0 km/h | 5.0 mph | 7:30 /km | 12:04 /mi | 37:30 | 1:15:00 | 4.0 km |
| 8.5 km/h | 5.3 mph | 7:04 /km | 11:22 /mi | 35:18 | 1:10:35 | 4.3 km |
| 9.0 km/h | 5.6 mph | 6:40 /km | 10:44 /mi | 33:20 | 1:06:40 | 4.5 km |
| 9.5 km/h | 5.9 mph | 6:19 /km | 10:10 /mi | 31:35 | 1:03:09 | 4.8 km |
| 10.0 km/h | 6.2 mph | 6:00 /km | 9:39 /mi | 30:00 | 1:00:00 | 5.0 km |
| 10.5 km/h | 6.5 mph | 5:43 /km | 9:12 /mi | 28:34 | 57:09 | 5.3 km |
| 11.0 km/h | 6.8 mph | 5:27 /km | 8:47 /mi | 27:16 | 54:33 | 5.5 km |
| 11.5 km/h | 7.1 mph | 5:13 /km | 8:24 /mi | 26:05 | 52:10 | 5.8 km |
| 12.0 km/h | 7.5 mph | 5:00 /km | 8:03 /mi | 25:00 | 50:00 | 6.0 km |
| 12.5 km/h | 7.8 mph | 4:48 /km | 7:43 /mi | 24:00 | 48:00 | 6.3 km |
| 13.0 km/h | 8.1 mph | 4:37 /km | 7:26 /mi | 23:05 | 46:09 | 6.5 km |
| 13.5 km/h | 8.4 mph | 4:27 /km | 7:09 /mi | 22:13 | 44:27 | 6.8 km |
| 14.0 km/h | 8.7 mph | 4:17 /km | 6:54 /mi | 21:26 | 42:51 | 7.0 km |
| 14.5 km/h | 9.0 mph | 4:08 /km | 6:40 /mi | 20:41 | 41:23 | 7.3 km |
| 15.0 km/h | 9.3 mph | 4:00 /km | 6:26 /mi | 20:00 | 40:00 | 7.5 km |
| 15.5 km/h | 9.6 mph | 3:52 /km | 6:14 /mi | 19:21 | 38:43 | 7.8 km |
| 16.0 km/h | 9.9 mph | 3:45 /km | 6:02 /mi | 18:45 | 37:30 | 8.0 km |
| 16.5 km/h | 10.3 mph | 3:38 /km | 5:51 /mi | 18:11 | 36:22 | 8.3 km |
| 17.0 km/h | 10.6 mph | 3:32 /km | 5:41 /mi | 17:39 | 35:18 | 8.5 km |
| 17.5 km/h | 10.9 mph | 3:26 /km | 5:31 /mi | 17:09 | 34:17 | 8.8 km |
| 18.0 km/h | 11.2 mph | 3:20 /km | 5:22 /mi | 16:40 | 33:20 | 9.0 km |
| 18.5 km/h | 11.5 mph | 3:15 /km | 5:13 /mi | 16:13 | 32:26 | 9.3 km |
| 19.0 km/h | 11.8 mph | 3:09 /km | 5:05 /mi | 15:47 | 31:35 | 9.5 km |
| 19.5 km/h | 12.1 mph | 3:05 /km | 4:57 /mi | 15:23 | 30:46 | 9.8 km |
| 20.0 km/h | 12.4 mph | 3:00 /km | 4:50 /mi | 15:00 | 30:00 | 10.0 km |
Times assume the speed is held for the whole distance. Scroll the table sideways on a narrow screen.
Three settings are worth memorising. 10 km/h is exactly 6:00/km and covers 5 km in 30 minutes. 12 km/h is 5:00/km. And 8 km/h — the point most people cross from a fast walk to a jog — is 7:30/km, which is a 37:30 5K. If your console is in miles per hour, 6.0 mph is 9.66 km/h and exactly a 10-minute mile.
What incline adds
Incline is the most under-used dial on a treadmill and the most misunderstood. The tables below use the ACSM metabolic equations, which predict oxygen uptake from belt speed and grade, converted to METs. They are the equations exercise physiologists use for treadmill testing, and they separate walking from running because the two gaits have different energy costs.
| Walking speed | 0% | 2% | 4% | 6% | 8% | 10% | 12% | 15% |
|---|---|---|---|---|---|---|---|---|
| 4.0 km/h | 2.9 | 3.6 | 4.3 | 5.0 | 5.6 | 6.3 | 7.0 | 8.0 |
| 5.0 km/h | 3.4 | 4.2 | 5.1 | 6.0 | 6.8 | 7.7 | 8.5 | 9.8 |
| 6.0 km/h | 3.9 | 4.9 | 5.9 | 6.9 | 8.0 | 9.0 | 10.0 | 11.6 |
| 7.0 km/h | 4.3 | 5.5 | 6.7 | 7.9 | 9.1 | 10.3 | 11.5 | 13.3 |
METs, from the ACSM walking equation. Validated for roughly 3 to 6 km/h, so the 7 km/h row is an extrapolation.
| Running speed | 0% | 2% | 4% | 6% | 8% | 10% | 12% | 15% |
|---|---|---|---|---|---|---|---|---|
| 8.0 km/h | 8.6 | 9.3 | 10.0 | 10.7 | 11.4 | 12.0 | 12.7 | 13.8 |
| 10.0 km/h | 10.5 | 11.4 | 12.2 | 13.1 | 14.0 | 14.8 | 15.7 | 17.0 |
| 12.0 km/h | 12.4 | 13.5 | 14.5 | 15.5 | 16.5 | 17.6 | 18.6 | 20.1 |
| 14.0 km/h | 14.3 | 15.5 | 16.7 | 17.9 | 19.1 | 20.3 | 21.5 | 23.3 |
| 16.0 km/h | 16.2 | 17.6 | 19.0 | 20.4 | 21.7 | 23.1 | 24.5 | 26.5 |
METs, from the ACSM running equation, which applies from about 8 km/h upwards. Do not read across from the walking table to this one — they are separate equations for separate gaits, so the figures are not continuous at the boundary.
The walking table contains the useful surprise. At 6 km/h on the flat, walking costs 3.9 METs. Put the belt at 10 percent and the same speed costs 9.0 METs — an increase of 133 percent for no change in speed at all. Incline is a far more effective lever than speed for anyone who cannot or does not want to run.
Walking uphill versus running on the flat
Because both are expressed in METs, the two can be set against each other directly. The table below takes a walking speed and grade, works out its metabolic cost, then inverts the ACSM running equation to find the flat running speed that costs the same.
| Uphill walk | METs | Equivalent flat run | Equivalent pace |
|---|---|---|---|
| 5 km/h at 10% | 7.7 | 7.0 km/h | 8:34 /km |
| 5 km/h at 15% | 9.8 | 9.3 km/h | 6:29 /km |
| 6 km/h at 8% | 8.0 | 7.3 km/h | 8:12 /km |
| 6 km/h at 10% | 9.0 | 8.4 km/h | 7:09 /km |
| 6 km/h at 12% | 10.0 | 9.5 km/h | 6:20 /km |
| 7 km/h at 10% | 10.3 | 9.8 km/h | 6:07 /km |
Derived by solving the ACSM running equation for speed at the MET value produced by the walking equation. The first and third rows resolve below 8 km/h, where the running equation is being extrapolated below its intended range. Equal energy cost is not equal training stress — see the caveats below.
This is the argument for incline walking in one table: a brisk walk at a steep grade matches the energy cost of a respectable running pace, with none of the impact loading. It is why the format has become popular with people returning from injury or carrying extra weight.
The equivalence has limits worth stating plainly. Equal oxygen cost is not equal training effect — running develops running-specific economy and tendon stiffness that uphill walking does not, so the two are not interchangeable if you are training for a race. And energy cost says nothing about joint loading, which is the point in the other direction: uphill walking gets you the cardiovascular work at a fraction of the impact.
Treadmill numbers that are not what they look like
- Holding the handrails invalidates everything. The ACSM equations assume you are carrying your own body weight. Gripping the rails on a steep incline can cut the actual cost substantially, while the console keeps reporting the full figure.
- Belts drift out of calibration. A well-used gym treadmill can be several percent off its displayed speed, especially under a heavier runner. If your indoor and outdoor paces disagree consistently, this is the usual reason.
- The 1 percent convention has a narrow basis. The often-repeated advice to set 1 percent incline to match outdoor running comes from a study that found the correction applies at speeds above roughly 12 km/h. At slower speeds the flat belt is already a reasonable match, and the added grade simply makes the session harder.
- Console calorie counts are gross, not net. They include the calories you would have burned resting, and most machines do not know your body composition. Treat the number as a rough band, and see the MET values chart for how much error the underlying method carries.
To turn any of these speeds into a finish time for a race distance, the pace calculator works from any two of pace, distance, and time, and the running pace chart covers race predictions in more depth, including why holding one pace across a marathon does not work.
Frequently asked questions
What pace is 10 km/h on a treadmill?
Exactly 6:00 per kilometre, or 9:39 per mile. At that speed you cover 5 km in 30 minutes and 10 km in an hour, which makes it the easiest setting to do mental arithmetic with.
What speed on a treadmill is a 10-minute mile?
6.0 mph, which is 9.66 km/h, or a pace of 6:13 per kilometre. On a metric console, 9.5 km/h is a 10:10 mile and 10 km/h is a 9:39 mile.
How do I convert treadmill km/h to pace per km?
Divide 60 by the speed. A belt at 12 km/h is 60 ÷ 12 = 5 minutes per kilometre; at 8 km/h it is 7:30. For pace per mile, multiply the result by 1.609.
Does treadmill incline burn more calories?
Substantially more. Walking at 6 km/h costs about 3.9 METs on a flat belt and about 9.0 METs at a 10 percent grade — roughly 130 percent more energy for exactly the same speed. Incline is the most effective way to make a walking session harder without running.
Is walking on an incline as good as running?
For energy cost, yes, and the chart on this page shows the equivalences: walking at 6 km/h at a 10 percent grade matches the metabolic cost of running around 8.4 km/h on the flat. For running-specific fitness it is not equivalent, but it delivers comparable cardiovascular work at a fraction of the impact loading.
Should I set the treadmill to 1 percent incline?
Only above about 12 km/h. The 1 percent convention comes from research showing that a 1 percent grade equalises the energy cost of treadmill and outdoor running at faster speeds. Below that, a flat belt is already a fair approximation and the extra grade just adds difficulty.
Why is my treadmill pace easier than my outdoor pace?
Several reasons compound: no wind resistance, no gradient variation, a slightly compliant belt surface, and the option of holding the handrails. Belt calibration drift adds to it. A consistent gap of 10 to 20 seconds per kilometre between indoor and outdoor pace at the same effort is common.
Sources
- American College of Sports Medicine. ACSM's Guidelines for Exercise Testing and Prescription — metabolic calculations for treadmill walking and running.
- Jones AM, Doust JH. A 1% treadmill grade most accurately reflects the energetic cost of outdoor running. J Sports Sci. 1996;14(4):321-327.
- Ainsworth BE, Haskell WL, Herrmann SD, et al. 2011 Compendium of Physical Activities. Med Sci Sports Exerc. 2011;43(8):1575-1581.
FitCalcs charts provide general estimates for healthy adults and are not medical advice.
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