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Instrument MI-04-262 · Health

MAP Calculator (Mean Arterial Pressure)

Systolic and diastolic in, mean arterial pressure and pulse pressure out — the same one-third weighting anesthesiologists use at the bedside.

Instrument MI-04-262
Sheet 1 OF 1
Rev A
Verified
Type 04 — Cardiovascular SER. 2026-04262

Mean arterial pressure (mmHg)

93.3333

MAP = DBP + (SBP − DBP) ⁄ 3

40.0000 Pulse pressure (mmHg)
The working Every figure verified twice
  1. mapOut = 80 + (120 − 80) ⁄ 3 = 93.3333
  2. pp = 120 − 80 = 40.0000
Worksheet log
  1. No entries yet — change an input to log a scenario.

How this instrument works

Mean arterial pressure is the average pressure pushing blood into your organs across one full heartbeat, not the midpoint between your two cuff numbers. A heart cycle spends longer in diastole (the resting phase between beats) than in systole (the contraction itself), so the true time-weighted average leans toward the diastolic figure rather than sitting exactly halfway.

That is why the formula weights diastolic pressure twice as heavily as systolic: MAP = DBP + one third of the gap between systolic and diastolic. At a normal resting heart rate, diastole occupies roughly two thirds of each cardiac cycle and systole the remaining third, so the arithmetic mirrors the physiology rather than being an arbitrary shortcut.

Pulse pressure, the second figure this instrument produces, is simply systolic minus diastolic — the swing the arterial wall absorbs with every beat. Both figures are derived arithmetic, not independent measurements; a blood pressure cuff never reads pulse pressure or MAP directly, it reads the two source numbers and this calculator does the subtraction and weighting for you.

PP=SBPDBP\mathrm{PP} = \mathrm{SBP} - \mathrm{DBP}MAP=DBP+SBPDBP3\mathrm{MAP} = \mathrm{DBP} + \frac{\mathrm{SBP}-\mathrm{DBP}}{3}MAP=SBP+2DBP3\mathrm{MAP} = \frac{\mathrm{SBP} + 2\,\mathrm{DBP}}{3}
SBP is systolic pressure, DBP is diastolic pressure, PP is pulse pressure and MAP is mean arterial pressure, all in mmHg; the one-third weighting reflects diastole's longer share of a resting cardiac cycle.
  • Enter the top number from your reading into Systolic pressure (mmHg).
  • Enter the bottom number from your reading into Diastolic pressure (mmHg).
  • Read Pulse pressure (mmHg) — the straight arithmetic gap between the two.
  • Read Mean arterial pressure (mmHg) — the time-weighted average, not the midpoint.
  • Compare the MAP figure against the roughly 70-100 mmHg range used as a rough marker of adequate organ perfusion.

Worked example — a textbook 120/80 reading

Enter 120 mmHg for systolic pressure and 80 mmHg for diastolic pressure, the reading most people are handed as 'normal'. Pulse pressure comes straight from subtraction: 120 minus 80 leaves exactly 40 mmHg, a healthy-width swing for an adult artery at rest.

Mean arterial pressure follows the weighted formula: 80 plus one third of 40, which is 80 plus 13.33, giving 93.33 mmHg. That figure sits comfortably inside the 70-100 mmHg band clinicians treat as broadly consistent with adequate blood flow to the brain, kidneys and other organs at rest.

Questions

Why isn't MAP just the average of systolic and diastolic?

Because the heart spends roughly twice as long in diastole as in systole at a resting heart rate, so a straight average — the midpoint, 100 mmHg for a 120/80 reading — overstates the true time-weighted pressure. Weighting diastolic pressure twice as heavily, as this formula does, gives 93.33 mmHg instead, which tracks what an arterial line actually records across one cardiac cycle.

Why doesn't my home cuff display a mean arterial pressure figure?

Most home cuffs only report systolic and diastolic because that is what people are used to reading, but the oscillometric sensor inside actually detects mean arterial pressure first — it is the cuff pressure at which arterial wall oscillations peak — and derives systolic and diastolic from that reading with the manufacturer's own algorithm. This calculator runs the arithmetic the other way, from the two published numbers back to the average the device measured originally.

What MAP counts as normal?

A resting MAP of roughly 70 to 100 mmHg is generally considered adequate to perfuse the brain, kidneys and other organs. Critical-care teams often treat a sustained MAP below 60-65 mmHg as a sign that blood flow to organs may be compromised, which is why it is a standard target on intensive-care and emergency monitors rather than a number most people track at home.

Does the one-third formula work at any heart rate?

Not precisely. The weighting assumes a resting heart rate in the usual 60-100 beats-per-minute range, where diastole reliably takes up about two thirds of each cardiac cycle. At faster heart rates the systolic phase shortens proportionally less than diastole does, so the true integrated MAP drifts from this estimate — one reason bedside monitors integrate the arterial waveform directly rather than relying on the arithmetic shortcut.

Can pulse pressure by itself tell me anything?

A pulse pressure that is unusually wide, well above 60 mmHg, or unusually narrow, below about 25 mmHg, is sometimes flagged as worth discussing with a clinician, because it reflects how much the arterial wall flexes with every beat. A single reading is not a diagnosis; this instrument reports the arithmetic behind your numbers, not a clinical interpretation of what they mean for you specifically.

Should I use this instead of a doctor's reading?

No. This tool converts numbers you already have, from a cuff, a chart or a lab report, into the two derived figures clinicians also compute, so the formula behind them is visible rather than hidden. It cannot account for cuff size, arm position, white-coat effect or measurement error, all of which shift the systolic and diastolic inputs before this arithmetic ever runs.

References

Read this first: This instrument computes a screening figure from population formulas — it is not a diagnosis, and it cannot see the whole picture a clinician can. Use it to inform a conversation, not to replace one.