Guide / Running

VO2max by age: chart for men and women

Measured VO2max by age and sex, with the span the middle of each group covered. Below it are lookup tables for the Cooper 12-minute run and the 1.5-mile run.

Estimate your own VO2max with the VO2max calculator

VO2max by age and sex (ml/kg/min)

AgeMen, mean ± SDMen, ±1 SD rangeWomen, mean ± SDWomen, ±1 SD range
20–2954.4 ± 8.446.0–62.843.0 ± 7.735.3–50.7
30–3949.1 ± 7.541.6–56.640.0 ± 6.833.2–46.8
40–4947.2 ± 7.739.5–54.938.4 ± 6.931.5–45.3
50–5942.6 ± 7.435.2–50.034.4 ± 5.728.7–40.1
60–6939.2 ± 6.732.5–45.931.1 ± 5.126.0–36.2
70+35.3 ± 6.528.8–41.828.3 ± 5.223.1–33.5

Mean ± SD from Table 2 of Loe et al. (2013), the HUNT 3 Fitness Study, reproduced under its CC BY license. Range = mean − SD to mean + SD, to one decimal. Full reference in the sources list at the foot of this page.

What the chart shows

VO2max is written in milliliters of oxygen per kilogram of body weight per minute, shortened to ml/kg/min. Higher means more aerobic capacity. It falls steadily with age in both sexes, and men's averages sit above women's at every age.

The chart above comes from one large study of healthy Norwegian adults, each tested on a treadmill in a lab. The mean and standard deviation columns are the paper's own figures. The range columns are added here, worked out from those two numbers.

Reading the ranges

Each range covers the middle of its group. If the values are spread in a rough bell shape, about two in three people sit inside it. The rest are split above and below.

Take a 45-year-old woman with an estimate of 41. Her age group's mean is 38.4, and its range runs from 31.5 to 45.3. She sits a little above the middle, well inside the span most of her group occupied.

The ranges are not grades. Nothing on this chart says that 46 is good or that 32 is poor. It only says where people of a given age and sex were found when they were measured.

Two things make the comparison loose. First, the Norwegian group was fitter than comparable groups in North America. The paper puts its scaled VO2max about 20% higher across both sexes and all ages, so a North American reader will tend to land lower here. Second, these people were measured in a lab, and a field-test result is an estimate. A difference of a few points is well within the noise.

So what is a good VO2max?

The useful question is where you sit against people of your age and sex, and whether that position moves over time. A reading near the top of your group's range means more aerobic capacity than most of your peers in this study. A reading near the bottom means less.

The trend in your own numbers says more than any single reading. Repeat the same test, on the same course, in similar weather, a few months apart. If the estimate climbs, your capacity has probably climbed with it.

Cooper 12-minute run: distance to VO2max

Distance (m)kmmiVO2max
1,6001.60.9924.5
1,8001.81.1229.0
2,0002.01.2433.4
2,2002.21.3737.9
2,4002.41.4942.4
2,6002.61.6246.8
2,8002.81.7451.3
3,0003.01.8655.8
3,2003.21.9960.3
3,4003.42.1164.7
3,6003.62.2469.2

VO2max = (meters − 504.9) ÷ 44.73, the equation the VO2max calculator uses, rounded to one decimal as it rounds. Miles shown to two decimals for reference.

1.5-mile run: time to VO2max

TimeVO2maxTimeVO2max
9:0057.213:3039.3
9:3054.314:0038.0
10:0051.814:3036.8
10:3049.515:0035.7
11:0047.415:3034.7
11:3045.516:0033.7
12:0043.816:3032.8
12:3042.117:0031.9
13:0040.717:3031.1
18:0030.3

VO2max = 3.5 + 483 ÷ minutes, with seconds turned into a decimal part of a minute first. Same equation and rounding as the calculator.

Using the field-test tables

Find your distance or time and read across. Results that fall between rows get an exact figure from the calculator. The two tables behave differently, and the difference is worth knowing.

The Cooper table rises by the same step every row. Its equation is a straight line, so each extra 200 meters adds the same 4.5 or so. The 1.5-mile table does not. Its equation divides by your time, so each 30 seconds is worth more at the fast end than at the slow end.

Which test to use

  • Cooper 12-minute run: suits a measured track, where laps make the distance easy to count. You run for a fixed time, so you need a watch and someone or something to mark where you stop.
  • 1.5-mile run: suits any accurately measured course. You run a fixed distance and only need the finish time. That is often easier to record on your own.
  • Resting pulse method: needs no hard effort at all. It is the option when a flat-out run is not a good idea. It is also the loosest estimate of the three.

Whichever you pick, keep using it. Switching tests between attempts mixes two kinds of error and makes the trend hard to read.

Why the three methods disagree

Each equation was fitted to a different group of people doing a different task. None of them sees your oxygen use. Each one takes something easy to record, such as meters run, minutes taken or beats counted, and maps it onto a line drawn through someone else's data.

Even the two running tests part ways at the same speed. The table below pairs Cooper distances with the 1.5-mile time you would post at that same speed, rounded to the second.

Same speed, two tests

Cooper distanceCooper VO2max1.5-mile time1.5-mile VO2max
2,000 m33.414:2936.8
2,400 m42.412:0443.5
2,800 m51.310:2150.2
3,200 m60.39:0356.9

The 1.5-mile time is 12 minutes scaled by 2,414 m over the Cooper distance. Both estimates come from the calculator's equations.

For slower runners, the 1.5-mile test gives the higher number. For faster ones, Cooper does. The two lines cross at about 2,600 meters in 12 minutes, the same speed as an 11:08 1.5-mile. Neither is wrong. They are two straight-ish lines through different data, and how far apart they sit is a fair picture of how uncertain a field estimate is.

Estimating from a resting pulse adds another layer. It relies on an age-based maximum heart rate, which can be off by ten beats or more for one person. That error passes straight into the estimate.

Before you run a maximal test

Both running tests only work as all-out efforts. That is a real strain on the heart and lungs.

  • See a doctor first if your heart or lungs have ever given you trouble, or you take medicine that affects your heart rate. The same applies in pregnancy, after illness or injury, or after a long break from hard exercise.
  • Warm up properly. Ten minutes of easy running and a few short pick-ups beforehand is common practice.
  • Stop at once if you feel chest pain, faintness, unusual breathlessness or an irregular heartbeat.
  • Pick a cool, calm day on a flat course. Heat and wind lower the result and raise the strain.

What you have read here is general information on published equations and reference data. It does not assess your fitness and is not medical advice. An estimated VO2max cannot diagnose anything, and a reading below the average for your age is not a health finding. If you are not sure a flat-out run is safe for you, ask a doctor first.

Common questions

Why does this chart have no excellent, good or poor labels?

Because the source data has none. The paper reports a mean and a standard deviation for each age group, and that is all this page reproduces. Any cut-off for good or poor would be a line drawn by this site, not by the researchers, so the chart shows where people actually sat instead.

What does a ±1 SD range mean?

It runs from one standard deviation below the group's mean to one above it. For men aged 40 to 49 that is 47.2 minus 7.7 up to 47.2 plus 7.7, or 39.5 to 54.9. When values are spread in a rough bell shape, about two in three people fall inside that span.

How much does 30 seconds off a 1.5-mile time raise the estimate?

It depends where you start, because the formula divides by your time. Going from 16:00 to 15:30 lifts the estimate from 33.7 to 34.7. Going from 12:00 to 11:30 lifts it from 43.8 to 45.5. The same 30 seconds is worth more for a faster runner.

How much does an extra 200 meters add to a Cooper estimate?

About 4.5 ml/kg/min, at any distance. The Cooper formula is a straight line, so every extra meter adds the same amount: 200 divided by 44.73 is 4.47. That is why each row of the Cooper table steps up by 4.4 or 4.5 after rounding.

Sources