What pace is 5 mph on a treadmill?

    Does 6 mph feel easier on the belt than a 10:00 mile outside? Turn treadmill speed and incline into the outdoor pace with the same effort, or a planned pace into the speed to set.

    The calculator below is set to 5 mph on the belt at a 1% incline, the setting that matches the oxygen cost of running on a level road. Press Calculate for the pace per mile and per km, the oxygen cost in METs and a table of the outdoor pace from 0% to 10% incline. Type your own incline or a workout time and the result follows.

    Parameters

    Enter data for calculations

    Treadmill to road, road to treadmill, or a walk

    Paces follow: per mile or per km

    From 0 to 15

    Optional, for distance and climb

    Form progress0 / 2 fields

    💡 Fill in all required fields to unlock the calculate button

    Treadmill speed, translated to the road

    Why does 6 mph feel easier on the belt than a 10:00 mile outside? Because the belt moves under you and there is no air to push through. This treadmill calculator puts a number on that gap. It turns the speed and incline on the display into the outdoor pace with the same oxygen cost, works the other way from a planned pace to the treadmill speed you should set, and rates an incline walk in METs. Example: 6 mph at 5% costs as much as running a level road at 8:32 per mile.

    Reading the display as it is

    • 6 mph at 0% is logged as a 10:00 mile, yet it costs what a 10:27 mile costs outside
    • An 8% incline session at 6 mph looks like easy running and is really 7:41 effort
    • A 12-3-30 walk gets filed as "just walking"

    Reading it through the calculator

    • Set 1% and the display pace equals road pace
    • Know the level-road pace of every incline, from 0% to 10%
    • See the walk as 8.3 METs, the same as a 13:14 mile jog

    Setting it up in five boxes

    1. What to work out - a treadmill run as an outdoor pace, a planned outdoor pace as a treadmill speed, or an incline walk.
    2. Units - mph or km/h, whichever your treadmill shows. Paces follow the same choice: per mile or per km.
    3. Speed or pace - the speed from the display (decimals such as 6.5 are fine), or the planned pace in minutes and seconds.
    4. Incline - in percent, as the treadmill shows it, from 0 to 15.
    5. Workout time (optional) - minutes on the belt, for the distance, the climb in feet or meters and the road distance with the same effort. Then read the headline, the oxygen cost and the incline table.

    How the outdoor equivalent is worked out

    Two published results do the work. The American College of Sports Medicine gives the oxygen cost of running and walking on a treadmill, and a study by Andrew Jones and Jonathan Doust found the incline at which a treadmill costs what a road costs.

    running: VO2 = 0.2 × S + 0.9 × S × G + 3.5
    walking: VO2 = 0.1 × S + 1.8 × S × G + 3.5
    S = speed in meters per minute, G = incline as a fraction (5% = 0.05), VO2 in ml/kg/min

    Jones and Doust had nine trained runners do 6-minute runs at six speeds from about 6.5 to 11.2 mph, on the treadmill at 0, 1, 2 and 3% and on a level road, measuring oxygen uptake each time. A 1% incline matched the road across that whole range. The calculator takes the ACSM cost of your setting and finds the road speed that costs the same as the treadmill at 1%. The arithmetic reduces to one factor: outdoor speed = treadmill speed × (0.2 + 0.9 × G) / 0.209. At 1% the factor is exactly 1, at 0% it is 0.957, at 5% it is 1.172.

    6 mph, 5% incline, 30 minutes
    On the belt that is 3.00 mi and 792 ft of climb. The effort equals a level road at 8:32 per mile (7.0 mph), so the same half hour outside would cover 3.52 mi. Oxygen cost 42.9 ml/kg/min, 12.3 METs.
    The plan says 8:00 per mile and it is pouring
    At 1% set 7.5 mph. On a flat belt you need 7.8 mph. Or slow the belt and add hill: 6.9 mph at 3%, 6.4 mph at 5%.
    The 12-3-30 walk: 12% incline, 3 mph, 30 minutes
    The walking equation gives 28.9 ml/kg/min, 8.3 METs, the cost of a level-road jog at 13:14 per mile (4.54 mph). In half an hour you cover 1.50 mi and climb 950 ft.

    The walking equation weighs the incline twice as heavily as the running one (1.8 against 0.9), which is why a brisk walk up a steep belt can cost as much as an easy jog on the flat.

    What each extra percent of incline is worth

    One belt speed, 6 mph, and six inclines. The display pace never moves from 10:00 per mile; the outdoor equivalent does. The last two columns show how much more road the same 30 minutes would cover and how much the belt makes you climb.

    Incline Display pace Outdoor pace Faster per mile Extra road in 30 min Climb in 30 min
    0%10:0010:2727 s slower-0.13 mi0 ft
    1%10:0010:000 s0.00 mi158 ft
    2%10:009:3525 s0.13 mi317 ft
    3%10:009:1248 s0.26 mi475 ft
    5%10:008:3288 s0.52 mi792 ft
    8%10:007:41139 s0.90 mi1267 ft

    So a flat belt quietly takes about 27 seconds a mile off the work, and between 1% and 5% every extra percent adds roughly 20 to 25 seconds a mile of effort at this speed. Past about 6% the stride becomes hill running and the level-road equivalent is an approximation.

    Treadmill mph and incline to outdoor pace per mile

    Rows are the speed on the display, columns the incline. Each cell is the level-road pace per mile with the same oxygen cost. The 1% column always repeats the treadmill pace.

    mph 0% 1% 2% 3% 4% 5% 6% 8% 10%
    512:3212:0011:3011:0310:3810:149:529:138:39
    5.511:2410:5510:2810:039:409:188:598:237:52
    610:2710:009:359:128:518:328:147:417:12
    6.59:399:148:518:308:107:527:367:066:39
    78:578:348:137:547:357:197:036:356:11
    7.58:228:007:407:227:056:496:356:095:46
    87:507:307:116:546:396:246:105:465:24
    96:586:406:236:085:545:415:295:074:48
    106:166:005:455:315:195:074:564:374:19

    Planned pace to treadmill speed

    The reverse direction: a pace from your plan for an outdoor run, and the speed to set. Speeds are rounded to 0.1 mph because treadmills step that way. With km/h chosen, the calculator does the same per kilometer.

    Outdoor pace 0% 1% 2% 3% 5%
    12:00 /mi5.25.04.84.64.3
    11:00 /mi5.75.55.25.04.7
    10:00 /mi6.36.05.85.55.1
    9:00 /mi7.06.76.46.15.7
    8:00 /mi7.87.57.26.96.4
    7:00 /mi9.08.68.27.97.3
    6:00 /mi10.510.09.69.28.5

    Treadmill questions people actually type

    Should the treadmill always be on 1%?
    Not always. In the Jones and Doust study, at the two slowest speeds (about 6.5 and 7.5 mph) the road did not differ significantly from a flat belt. From about 8.4 mph a flat belt was clearly easier, so for faster running 1% matters.
    How do I count a treadmill run in my training log?
    Log the outdoor-equivalent pace from this calculator rather than the display pace when the incline is not 1%. Paces in tables such as VDOT were built on outdoor running, so a raw flat-belt pace overstates fitness at higher speeds.
    Why is a negative incline refused?
    The ACSM equations describe level and uphill walking and running. Downhill running has a different cost and a different stride, and stretching the formula below 0% would print numbers no measurement supports.
    Does holding the handrails change the result?
    Yes. Leaning on the rails takes part of your weight off the legs and lowers the real cost, so with rails at 12% the METs shown here are too high. The equations assume no support.
    Is my treadmill display accurate?
    Not always; belts drift out of calibration. If a footpod or a GPS-calibrated watch keeps showing a different pace over several runs, trust the pattern rather than either single reading.
    When should I pick the walking option?
    When one foot is always on the belt, which for most people means up to about 4 to 4.5 mph. The walking equation is most accurate between 1.9 and 3.7 mph; the running one above 5 mph. The result says when you are outside either range.

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    Calculator verified by the LiczGrupa.pl team

    Content, formulas and results have been reviewed for accuracy and relevance by our team of specialists.

    Patryk Matyjasik

    Reviewed by: Patryk Matyjasik