Mean Arterial Pressure (MAP) is one of the most important haemodynamic parameters in clinical medicine. It represents the average pressure in the arteries during a full cardiac cycle — not simply the midpoint between your systolic and diastolic readings. Because the heart rests (diastole) for about twice as long as it contracts (systole), the MAP formula weights the diastolic value more heavily. Clinicians use MAP to assess whether tissues are receiving enough blood flow, to guide vasopressor dosing in intensive care, and to monitor patients during surgery. A MAP below 65 mmHg is a widely recognised danger threshold — below this level, vital organs such as the kidneys, brain, and liver may not receive adequate perfusion.
This calculator implements the standard formula used in hospitals and emergency settings worldwide:
MAP = (2 x DBP + SBP) / 3
where SBP is your systolic (top) blood pressure and DBP is your diastolic (bottom) blood pressure, both in millimetres of mercury (mmHg). An algebraically identical form is MAP = DBP + (SBP - DBP) / 3, which makes it clear that MAP equals the diastolic pressure plus one-third of the pulse pressure. Both forms are shown in the results so you can verify the working.
How it works
The formula comes from a simple time-weighted model of the cardiac cycle. At a resting heart rate of roughly 70 bpm, each beat lasts about 0.85 seconds. Systole (the ejection phase, when the ventricle pumps blood out) lasts approximately 0.3 seconds — about one-third of the cycle. Diastole (the filling phase) occupies the remaining two-thirds. Pressure during systole is high (SBP) and pressure during diastole is lower (DBP), so the time-averaged pressure is:
MAP = (1/3) x SBP + (2/3) x DBP = (SBP + 2 x DBP) / 3
This is mathematically the same as (2 x DBP + SBP) / 3.
The calculator also computes pulse pressure (PP = SBP - DBP), a secondary measure used to screen for arterial stiffness, valve disease, and volume status. A normal resting PP is approximately 40 mmHg; values persistently above 60 mmHg or below 25 mmHg warrant clinical review.
Worked example
Consider a reading of 130/85 mmHg (a common “high-normal” blood pressure):
- SBP = 130 mmHg, DBP = 85 mmHg
- MAP = (2 x 85 + 130) / 3 = (170 + 130) / 3 = 300 / 3 = 100 mmHg
- Pulse pressure = 130 - 85 = 45 mmHg
At 100 mmHg the MAP sits at the upper edge of the normal range (70-100 mmHg). Now compare a reading of 90/60 mmHg (borderline low):
- MAP = (2 x 60 + 90) / 3 = (120 + 90) / 3 = 210 / 3 = 70 mmHg
- This is at the lower end of normal; a further drop to 80/50 mmHg would give MAP = (2 x 50 + 80) / 3 = 60 mmHg — below the critical 65 mmHg threshold.
| SBP (mmHg) | DBP (mmHg) | MAP (mmHg) | Classification |
|---|---|---|---|
| 120 | 80 | 93.3 | Normal |
| 130 | 85 | 100.0 | Normal (upper) |
| 100 | 65 | 76.7 | Normal (lower) |
| 90 | 60 | 70.0 | Normal (lower limit) |
| 80 | 50 | 60.0 | Below normal |
| 70 | 40 | 50.0 | Critical |
| 150 | 100 | 116.7 | Hypertensive |
Every calculation runs entirely in your browser — no blood pressure values are uploaded or stored anywhere.