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Mean Arterial Pressure
93.33
mmHg
Systolic (SBP) 120 mmHg
Diastolic (DBP) 80 mmHg
Pulse Pressure 40 mmHg

What Is Mean Arterial Pressure (MAP)?

Mean Arterial Pressure (MAP) is the average pressure in your arteries during one cardiac cycle. It is a better indicator of organ perfusion than a single systolic or diastolic reading, because it reflects the pressure that actually drives blood to your tissues. A MAP of roughly 70–100 mmHg is generally considered adequate to perfuse the brain, kidneys, and other vital organs.

Diagram of a blood pressure waveform over a heartbeat cycle showing systolic peak, diastolic trough, and the mean arterial pressure level
MAP represents the average arterial pressure across one cardiac cycle, between the systolic peak and diastolic trough.

How to Use This Calculator

Enter your systolic blood pressure (SBP — the top number) and your diastolic blood pressure (DBP — the bottom number), both in mmHg. The calculator instantly returns your estimated MAP along with your pulse pressure. This tool is for general educational use and is not a substitute for clinical judgment or medical advice.

The Formula Explained

The standard estimate is $$\text{MAP} = \text{DBP} + \frac{\text{SBP} - \text{DBP}}{3}$$ The term \(\text{SBP} - \text{DBP}\) is the pulse pressure. Because the heart spends about two-thirds of each cycle in diastole and only one-third in systole, MAP is weighted toward the diastolic value — hence adding only one-third of the pulse pressure to the diastolic pressure.

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Bar showing the gap between diastolic and systolic pressure divided into three equal parts with MAP marked one third up
MAP sits one-third of the way up the pulse-pressure gap because the heart spends more time in diastole.

Worked Example

Suppose a typical reading of 120/80 mmHg. Pulse pressure = \(120 - 80 = 40\) mmHg. $$\text{MAP} = 80 + \frac{40}{3} = 80 + 13.33 = 93.33 \text{ mmHg}$$ which falls comfortably in the normal range.

FAQ

What is a normal MAP? A MAP between about 70 and 100 mmHg is generally considered normal. Values below 60 mmHg may risk inadequate organ perfusion.

Why is diastole weighted more heavily? The heart rests (diastole) longer than it contracts (systole), so the arteries spend more time at the lower diastolic pressure, pulling the true average closer to it.

Is this exact? No — it is a widely used estimate. The formula assumes a normal heart rate; at very high heart rates the one-third weighting becomes less accurate.

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