Heart Rate Zone Calculator
Five training zones from Tanaka max heart rate, using heart-rate reserve when you know your resting pulse.
Updated
Your training zones
184 bpmmax
Zones from heart-rate reserve (Karvonen)
- Zone 1 — Recovery (Warm-up, cool-down, easy days)
- 122–134 bpm
- Zone 2 — Endurance (Aerobic base, fat oxidation)
- 134–146 bpm
- Zone 3 — Tempo (Aerobic capacity, steady effort)
- 146–159 bpm
- Zone 4 — Threshold (Lactate threshold, race pace)
- 159–171 bpm
- Zone 5 — Maximum (Short intervals, top-end power)
- 171–184 bpm
How the scale was built
- Max heart rate (Tanaka)
- 184 bpm
- Max heart rate (220 minus age)
- 185 bpm
- Heart-rate reserve
- 124 bpm
- Method
- Karvonen (heart-rate reserve)
Karvonen anchors the bottom of the scale to your own resting rate instead of to zero, which is why it needs a resting figure you have actually measured: take it first thing, before getting up.
Estimates for general information, not medical advice. Tanaka (208 minus 0.7 times age) is fitted across populations, so an individual max can sit 10 to 12 beats either side of it; the 220 minus age figure is shown only for comparison. A lab test or a hard field effort beats both.
Estimates for general information, not medical advice. Consult a healthcare provider for personal guidance.
In short
What heart rate should each training zone be?
This tool sets maximum heart rate with the Tanaka equation, 208 minus 0.7 times age, then divides the range into five zones. For a 35-year-old that maximum is about 184 beats a minute. Add a resting rate of 60 and the Karvonen method puts zone 2 endurance work at roughly 134 to 146 beats, against 110 to 128 without it.
Both numbers are population estimates, not measurements of your heart, and this page is general information rather than medical advice or clearance to train.
How to use the heart rate zone calculator
Enter your age and the tool predicts a maximum heart rate, then splits the range below it into five training zones with a beats-per-minute band for each. Adding a resting heart rate is optional and it changes the answer substantially, because it switches the arithmetic from a plain percentage of maximum to the Karvonen heart-rate reserve method.
On a 35-year-old with a resting rate of 60, zone 2 comes out at about 134 to 146 beats a minute; on the same 35-year-old with no resting rate supplied, the same zone reads about 110 to 128. Neither band is wrong. They are two different scales, and the page names which one it used.
183.5 bpm
Tanaka maximum at 35
208 minus 0.7 times age
134 to 146
Zone 2 with resting 60
Karvonen heart-rate reserve
110 to 128
Zone 2 without it
plain share of maximum
Karvonen is the better of the two zone methods when you can feed it a real resting rate, and the reason is structural. A plain share of maximum measures the whole scale from zero beats a minute, a point no living heart ever visits, so the bottom of the scale is anchored to nothing.
Heart-rate reserve measures from your own resting rate up to your maximum instead, which anchors the bottom of the scale to you. Martti Karvonen and colleagues set the method out in Annales Medicinae Experimentalis et Biologiae Fenniae in 1957. For the 35-year-old above, the reserve is 123.5 beats, and zone 1 opens at 122 rather than 92: a difference of 30 beats a minute produced entirely by the choice of scale.
Read the boundaries as soft. Any age-based prediction carries scatter on the order of ten beats a minute in either direction between individuals of the same age, so two 40-year-olds with a genuine maximum of 170 and 190 both get told 180. That spread is a property of human variation, not a flaw in the arithmetic, and it is why a laboratory or supervised field test beats any equation for anyone training seriously.
Holding a zone on the road
A heart rate band describes effort, not speed. The pace calculator turns a distance and a time into pace per kilometre, pace per mile and a treadmill speed.
Open the pace calculator →Do
- Enter your age in whole years, the only input the maximum needs.
- Measure resting heart rate lying still before getting out of bed.
- Average three or four consecutive mornings before entering a resting rate.
- Check which method the page says it used, Karvonen or share of maximum.
- Read every boundary as soft and confirm it against perceived effort.
Don't
- Enter a rate taken at a random moment as a resting rate.
- Compare a Karvonen band with a percent-of-maximum band as though they were one scale.
- Trust the decimals when predicted maximums scatter about ten beats either way.
- Use these bands while taking beta blockers, which lower the whole scale.
- Substitute 220 minus age, which reads 9 beats low at age 70.
Tanaka against the classic 220 minus age, with the zone 2 endurance band each method produces. The last two columns show the same zone computed two ways: as a plain share of maximum heart rate, and by the Karvonen heart-rate reserve method for someone with a resting rate of 60. The gap between them is the point of the table.
| Age | Tanaka max HR | 220 minus age | Difference | Zone 2, percent of max (bpm) | Zone 2, Karvonen at resting 60 (bpm) |
|---|---|---|---|---|---|
| 20 | 194.0 | 200 | -6.0 | 116 to 136 | 140 to 154 |
| 25 | 190.5 | 195 | -4.5 | 114 to 133 | 138 to 151 |
| 30 | 187.0 | 190 | -3.0 | 112 to 131 | 136 to 149 |
| 35 | 183.5 | 185 | -1.5 | 110 to 128 | 134 to 146 |
| 40 | 180.0 | 180 | 0.0 | 108 to 126 | 132 to 144 |
| 45 | 176.5 | 175 | +1.5 | 106 to 124 | 130 to 142 |
| 50 | 173.0 | 170 | +3.0 | 104 to 121 | 128 to 139 |
| 55 | 169.5 | 165 | +4.5 | 102 to 119 | 126 to 137 |
| 60 | 166.0 | 160 | +6.0 | 100 to 116 | 124 to 134 |
| 65 | 162.5 | 155 | +7.5 | 98 to 114 | 122 to 132 |
| 70 | 159.0 | 150 | +9.0 | 95 to 111 | 119 to 129 |
Why not 220 minus age?
The maximum here comes from the Tanaka equation, 208 minus 0.7 times age, and not from the 220 minus age that most people were taught.
Hirofumi Tanaka, Kevin Monahan and Douglas Seals published it in the Journal of the American College of Cardiology in 2001 after pooling 351 studies covering 18,712 healthy subjects and then validating the result in a separate laboratory cohort. Their finding was that 220 minus age understates the maximum in older adults and overstates it in younger ones.
Read it: The two formulas cross near age 40, where both give 180. At 20 the classic version reads 6 beats high; at 70 it reads 9 beats low, which is enough to push a prescribed zone off by an entire band.
Values are the difference column of the reference table above, from the two published equations.
The formula, worked line by line
Two decisions produce every number on this page. The first is which equation predicts the maximum heart rate, and this tool uses Tanaka rather than the 220 minus age of gym posters and treadmill consoles.
The second is which scale the zone percentages are taken from: the whole distance from zero up to maximum, or the reserve between your resting rate and your maximum. The tool uses the reserve whenever you give it a resting rate, and says which method it applied.
The zone percentages themselves are the conventional five-band scheme: 50 to 60 percent for recovery, 60 to 70 for endurance, 70 to 80 for tempo, 80 to 90 for threshold and 90 to 100 for maximum work. Those cut points are a widely used training convention rather than a physiological law, and different coaching systems draw them in slightly different places.
max HR, Tanaka 2001 = 208 - 0.7 x age
max HR, classic = 220 - age
heart-rate reserve = max HR - resting HR
Karvonen zone edge = resting HR + reserve x percent
percent-of-max edge = max HR x percent- Tanaka maximum, 208 - 0.7 x 35
- 183.5 bpm
- Reserve, 183.5 - 60
- 123.5 beats
- Lower edge, 60 + 123.5 x 0.6
- 134.1
- Upper edge, 60 + 123.5 x 0.7
- 146.4
- Zone 2, endurance
- about 134 to 146 beats a minute
The classic formula would have said 185. The five zones in full come out at roughly 122 to 134, 134 to 146, 146 to 159, 159 to 171 and 171 to 184.
Run the same 35-year-old without a resting rate and the tool falls back to a plain share of maximum: 183.5 times 0.6 is 110.1 and 183.5 times 0.7 is 128.4, so zone 2 becomes about 110 to 128. Both bands are correctly computed and they differ by roughly 24 beats a minute at the bottom edge.
The reason is that a percentage of maximum implicitly starts its scale at zero beats a minute, while Karvonen starts it where your heart actually idles. The lower your resting rate, the wider the reserve and the further apart the two methods sit.
- Resting 45, reserve 138.5
- about 128 to 142 bpm
- Resting 60, reserve 123.5
- about 134 to 146 bpm
- Resting 80, reserve 103.5
- about 142 to 152 bpm
Same age, same Tanaka maximum of 183.5; only the resting rate moves the band.
The honest uncertainty is larger than any of these decimals suggest. Age explains only part of the variation in maximum heart rate, and the residual scatter between individuals of the same age is on the order of ten beats a minute either way, so a predicted maximum of 180 covers real maximums from roughly 170 to 190.
Fitness, altitude, heat, caffeine, illness, dehydration and sleep debt all move a working heart rate on the day, and beta blockers and several other medications lower the whole scale in a way no age equation accounts for. A supervised laboratory test or a structured field test measures what an equation can only predict.
This page is general information, not medical advice and not clearance to train; if you have a heart condition, chest pain, dizziness on exertion, or you are coming back from illness or a long layoff, talk to a doctor before using any of these numbers.
Questions people ask
Sources
Where the constants and formulas on this page come from. Each line names the figure it backs.
The 208 minus 0.7 times age maximum-heart-rate equation, and the 351-study meta-analysis behind it.
Age-predicted maximal heart rate revisited — Tanaka H, Monahan KD, Seals DR, Journal of the American College of Cardiology 37(1):153-6, 2001
The heart-rate-reserve method used when a resting rate is supplied.
The effects of training on heart rate: a longitudinal study — Karvonen MJ, Kentala E, Mustala O, Annales Medicinae Experimentalis et Biologiae Fenniae 35(3):307-15, 1957
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