Treadmill Pace Calculator

Convert treadmill speed and incline to a flat outdoor pace of the same ACSM oxygen cost, or the belt setting that matches an outdoor pace.

The conversion equalises ACSM running VO₂ between a belt speed + grade and flat outdoor running. That is not the same as Jones & Doust’s 1% rule (keep the same speed, set 1% to stand in for still-air resistance). Default inputs are 10 km/h and 1% — a common indoor setting, not a claim that 1% leaves pace unchanged.

What does this calculator do?

The treadmill pace converter matches oxygen cost, not belt speed. In one direction it takes a treadmill speed and grade and returns the flat outdoor pace with the same ACSM running VO₂. In the other it takes an outdoor speed (still entered in km/h) and a grade, and returns the slower belt speed that costs the same.

Typical uses: turning 10 km/h @ 1% into a road pace, finding a belt speed that matches your outdoor easy run, and seeing how 0%, 1%, 2%, 3% and 5% sit next to each other. It does not calibrate a mis-set belt, and it does not add wind, heat or a 1% “air resistance” fudge on top of ACSM.

How does it work?

Speed in km/h becomes metres per minute. ACSM’s running equation gives VO₂ = 0.2v + 0.9v×grade + 3.5. To go treadmill → outdoor we invert the flat equation (grade 0) for a velocity with that same VO₂. To go outdoor → treadmill we invert with the chosen grade in the denominator. The 3.5 rest term cancels, so only the running cost is matched.

Jones & Doust (1996) found that a 1% grade at the same displayed speed best matched outdoor energy cost in still air. This page does not do that. At 10 km/h and 1%, ACSM says the outdoor equivalent is faster than 6:00/km, because you are already climbing. Use 1% as a common indoor setting if you like; do not expect the converted pace to stay 6:00.

Formula

v (m/min) = speed(km/h) × 1000 / 60
VO2      = 0.2 v + 0.9 v × (grade%/100) + 3.5     // ACSM running

treadmill → outdoor (flat)
  v_flat = (VO2 − 3.5) / 0.2
  pace   = 1000 / v_flat × 60                // s/km

outdoor → treadmill at grade g
  v_belt = (VO2_flat − 3.5) / (0.2 + 0.9 × g/100)
  km/h   = v_belt × 60 / 1000

Paces are rounded to a second, belt speed to one decimal. At 0% both directions are identities. The km/h box is the speed you convert from: belt speed in the first direction, outdoor speed in the second.

Worked example

Default inputs: 10 km/h, 1% grade, treadmill → outdoor.

  1. Belt pace = 3,600 ÷ 10 = 6:00/km (166.7 m/min)
  2. VO₂ = 0.2×166.7 + 0.9×166.7×0.01 + 3.5 = 38.3 ml/kg/min
  3. Flat outdoor velocity = (38.3 − 3.5) / 0.2 → pace 5:44/km (9:14/mi)
  4. Difference shown: 6:00 − 5:44 = 16 s/km (the incline made the belt session harder)
  5. Opposite direction, same 10 km/h outdoor at 1%: belt 9.6 km/h (6:16/km)
  6. At 0% both ways stay 6:00/km. Comparison table: 2% → 5:30 outdoor; 5% → 4:54

Convert with the defaults above returns 5:44/km outdoor, 16 s/km difference, and the 0–5% table.

How to interpret the result

A faster outdoor equivalent means the treadmill session at that grade was metabolically harder than the same km/h on the flat. It is not a promise that you would actually run 5:44 outside — no wind, no camber, a calibrated belt.

If you follow Jones & Doust and simply set 1% to “feel like the road” at the same speed, you do not need this converter for that trick. Use it when the grade is the workout (hills) or when you want ACSM-equal sessions. Calories at the same speed and grade are on the running calorie calculator. Unit-only conversions (km/h ↔ min/km) are on the pace converter.

Assumptions and limitations

Assumptions

Limitations

Methodology and sources

Method type: Published model

Conversions implement the ACSM running metabolic equation, inverted for flat outdoor pace or for belt speed at a chosen grade. Jones & Doust (1996) is cited for the common 1% indoor convention; it is not the formula this page solves. Results are metabolic equivalents, not a calibrated belt.

Sources: ACSM metabolic equations · Jones & Doust 1996

Last reviewed: October 5, 2026

Frequently Asked Questions

Why is 1% not the same pace outdoors?

Jones & Doust used 1% so that the same speed matched outdoor cost in still air. This converter instead equalises ACSM VO₂, so 10 km/h @ 1% is a harder effort than 10 km/h flat — the outdoor equivalent comes out faster (5:44, not 6:00).

Which direction should I pick?

Belt → outdoor: you know the treadmill setting and want a road pace of equal cost. Outdoor → treadmill: you know a road pace and want a slower belt speed at that grade. The km/h box is always the speed you start from.

Is 1% still a good indoor default?

For easy matching of still-air roads at the same displayed speed, many coaches still use Jones & Doust’s 1%. That is a setting, not this calculation. This page is for when grade is part of the work.

Why do 0% columns match?

With grade 0 the ACSM invert is an identity: same VO₂, same velocity. If they did not match, the algebra would be wrong.

Can I use walking speeds?

No. The running equation is for roughly 8 km/h and up. Walking has a different ACSM form, not implemented here.

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