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Mean Arterial Pressure

Mean arterial pressure (MAP) estimates the average pressure in your arteries during one heartbeat cycle. It is calculated from your systolic (SBP) and diastolic (DBP) blood pressure readings. For example, a reading of 120/80 gives MAP = 80 + (1/3) × 40 = 93 mmHg. MAP is important because it determines blood flow to vital organs. A MAP below 60 can be dangerous, so it is monitored in critically ill patients.

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Mean Arterial Pressure Calculator

Solve the haemodynamic relation MAP = DBP + (SBP − DBP) / 3 for any of its three quantities — mean arterial pressure, systolic pressure, or diastolic pressure — with step-by-step math, a live arterial waveform schematic, an AHA blood-pressure classification ruler, and full reference tables.

MAP = DBP + ⅓·(SBP − DBP) · SBP = 3·MAP − 2·DBP · DBP = (3·MAP − SBP) / 2
BP preset
MAP = 93.3
Solve for
Mean Arterial Pressure (MAP) The average arterial pressure over one cardiac cycle — the perfusion pressure that drives blood into the tissues. Because diastole lasts about twice as long as systole at rest, MAP sits roughly one-third of the way from DBP up to SBP, not halfway. Typical resting adult range: 70–100 mmHg. Below 60 mmHg, vital organs begin to lose perfusion; the usual ICU target is ≥ 65 mmHg.
mmHg
MAP must be greater than zero.
Systolic Pressure (SBP) The peak arterial pressure reached during ventricular contraction (systole). Normal adult range: 90–120 mmHg. Elevated: 120–129. Stage 1 hypertension: 130–139. Stage 2 hypertension: ≥ 140. Hypertensive crisis: > 180. Systolic pressure is the stronger predictor of cardiovascular events in adults over 50.
mmHg
Systolic pressure must be greater than zero.
Diastolic Pressure (DBP) The minimum arterial pressure between heartbeats (diastole). Normal adult range: 60–80 mmHg. Elevated: < 80 with SBP 120–129. Stage 1 hypertension: 80–89. Stage 2 hypertension: ≥ 90. Hypertensive crisis: > 120. Diastolic pressure is the stronger predictor of cardiovascular risk in adults under 50. Values below 60 in older adults may reduce coronary perfusion.
mmHg
Diastolic pressure must be greater than zero.
This calculator provides mathematical estimates based on the standard MAP formula. It is not a diagnostic tool and does not replace a clinical assessment. Blood pressure targets vary by age, pregnancy, and medical condition. Always consult a qualified healthcare provider about your blood pressure.
MEAN ARTERIAL PRESSURE (MAP)
93.3 mmHg
MAP93.3
SBP120
DBP80
NORMAL MAP RANGE
MAP = DBP + (SBP − DBP) / 3
Step-by-step solution
MAP vs. diastolic pressure at fixed SBP
SBP × 0.8 Current SBP SBP × 1.2
MAP vs. systolic pressure at fixed DBP
DBP × 0.7 Current DBP DBP × 1.2
Sensitivity
Companion haemodynamic metrics
Arterial pressure waveform — live position and classification
Systolic peak — SBP Mean arterial pressure — MAP Diastolic trough — DBP Pulse pressure (SBP − DBP)
What the mean arterial pressure really measures
MAPmean arterial pressure
=
DBPdiastolic pressure
+
(SBP − DBP)pulse pressure
/
3time-weighting factor

Why the divisor is 3, not 2

At a resting heart rate of about 60–70 beats per minute, the cardiac cycle spends roughly one-third of its time in systole and two-thirds in diastole. Because MAP is a time-weighted average, the diastolic pressure is counted twice as heavily as the systolic pressure — which is why the formula is MAP = DBP + (SBP − DBP)/3 rather than MAP = (SBP + DBP)/2. The systolic-diastolic sum divided by two would put MAP at exactly the midpoint, but the true arterial pressure spends most of the cardiac cycle near the diastolic value, pulling the mean down toward DBP. At higher heart rates (exercise, sepsis, tachycardia), systole takes up a larger fraction of the cycle and the true MAP shifts slightly upward, but the /3 approximation remains clinically useful.

MAP is the tissue perfusion pressure

Organs do not perfuse on systolic pressure — they perfuse on the average pressure gradient between the arterial system and the venous return. MAP is that driving pressure. The brain, kidneys, and coronary circulation all autoregulate blood flow across a MAP range of about 60–150 mmHg, maintaining constant perfusion despite fluctuations in blood pressure. Below 60 mmHg, autoregulation fails and perfusion begins to fall with pressure, which is why 65 mmHg is the usual haemodynamic target in critical care and why prolonged MAPs below 60 mmHg are associated with acute kidney injury, cerebral ischaemia, and myocardial infarction. Above 150 mmHg, autoregulation also fails and perfusion rises, risking cerebral haemorrhage.

Pulse pressure tells its own story

The difference SBP − DBP is called pulse pressure, and it carries information that MAP alone cannot. A normal pulse pressure is 30–50 mmHg. A wide pulse pressure (over 60 mmHg) suggests arterial stiffness — common in older adults with atherosclerosis — or increased stroke volume, as in aortic regurgitation, hyperthyroidism, or anaemia. A narrow pulse pressure (under 25 mmHg) suggests reduced stroke volume, as in heart failure, hypovolaemia, cardiac tamponade, or aortic stenosis. Because MAP combines both pressures, two patients with identical MAPs can have very different pulse pressures and very different underlying physiology.

Clinical MAP targets vary by context

There is no single "correct" MAP. The usual target in general critical care is ≥ 65 mmHg, but this varies: patients with chronic hypertension often need a higher MAP (80–85) to preserve perfusion because their autoregulation curve is shifted rightward; patients with septic shock usually need the same 65 mmHg minimum but may benefit from higher in specific circumstances; post-cardiac-arrest patients are often targeted to 65–75 mmHg; and pregnant patients with preeclampsia are watched for a MAP ≥ 90 in mid-pregnancy as a risk marker. Paediatric targets are age-specific (roughly 50–60 mmHg for infants, rising with age). And in a patient with chronic hypotension, a MAP of 65 may be normal, while in a patient with chronic hypertension the same value may represent relative hypoperfusion. Context, not a number, defines the target.

How to Use This Calculator

The MAP relation links three quantities: mean arterial pressure (MAP), systolic pressure (SBP), and diastolic pressure (DBP). Pick which one you want the tool to solve, then fill in the other two — or click a blood-pressure preset to load both pressures together.

1. Start with a BP preset

The pills at the top load common blood-pressure combinations in one click — 90/60 (low normal), 120/80 (normal), 130/85 (elevated), 140/90 (HTN stage 1), 160/100 (HTN stage 2), 180/120 (crisis), plus athlete and hypotensive ranges. Each preset loads SBP and DBP and derives the MAP.

2. Choose what to solve for

Pick MAP, SBP, or DBP from the toggle. Solving for MAP takes SBP and DBP as inputs; solving for SBP takes MAP and DBP; solving for DBP takes MAP and SBP. The derived values are locked with a "SOLVED" badge.

3. Enter pressures correctly

Both pressures are entered in mmHg. SBP is the top number of a blood pressure reading, DBP is the bottom number. Use a single reading, or average two readings taken five minutes apart — a single cuff reading can vary by 5–10 mmHg from the true value because of positioning, cuff size, and measurement technique.

4. Remember that the divisor is 3, not 2

The MAP is not the arithmetic mean of SBP and DBP. Because diastole lasts roughly twice as long as systole at a resting heart rate, the diastolic pressure dominates the time-average and the formula divides the pulse pressure by 3. This is why a 120/80 reading gives a MAP of 93, not 100.

5. Read the result and classification verdict

The result card shows the solved value plus the MAP, SBP, and DBP chips side by side. A colour-coded verdict classifies the MAP from critical hypoperfusion (below 60), through low normal, normal, elevated, to high and very high ranges, using standard haemodynamic reference values.

6. Switch to Advanced for depth

Advanced mode adds a chart of MAP vs. SBP at fixed DBP, a sensitivity check on ±1 mmHg input changes, and a full table of companion haemodynamic metrics including pulse pressure, cerebral perfusion pressure, estimated systemic vascular resistance, and the AHA blood-pressure classification of the current reading.

What This Tool Offers

Built around the standard haemodynamic relation MAP = DBP + (SBP − DBP)/3, the equation behind every arterial line monitor, ICU haemodynamic target, and blood pressure interpretation.

Three-way solving

Solve for mean arterial pressure, systolic pressure, or diastolic pressure. The calculator rearranges the formula for whichever quantity you choose.

Arterial waveform schematic

A realistic arterial pressure waveform showing the systolic peak, dicrotic notch, diastolic trough, MAP reference line, and pulse pressure band, with the current reading marked on all axes.

Eight BP presets

One-click presets from 85/55 (hypotensive) through 120/80 (normal) up to 180/120 (hypertensive crisis), plus athlete range — spanning the full clinically relevant blood-pressure spectrum.

Haemodynamic companion metrics

Pulse pressure, cerebral perfusion pressure, estimated systemic vascular resistance, estimated cardiac output from a MAP target, and the AHA classification of the current reading.

Dual comparison charts

MAP vs. DBP at three SBP values, plus an advanced chart of MAP vs. SBP at three DBP values — both showing the linear relationship with slopes of ⅔ and ⅓ respectively.

Reference tables

A full blood-pressure lookup table with MAP values, the AHA classification table, the haemodynamic reference table, and a variable reference.

Reference Tables & Conversions

A reverse-solve tool, the blood-pressure lookup table, the AHA classification table, and the haemodynamic reference table.

Reverse-solve DBP from a target MAP and SBP

mmHg
mmHg
mmHg
= MAP 93 + SBP 120 → DBP = 80 mmHg

Blood Pressure Lookup Table

Computed from MAP = DBP + (SBP − DBP)/3. Pulse pressure = SBP − DBP. Classification follows the 2017 ACC/AHA guideline.

Blood pressure MAP (mmHg) Pulse pressure AHA category Typical context

AHA Blood Pressure Classification (2017)

The 2017 ACC/AHA guideline lowered thresholds for hypertension. Note that a diagnosis requires readings on two or more occasions and is not made from a single measurement.

Category Systolic (mmHg) Diastolic (mmHg) MAP range Notes
Hypotension< 90< 60< 70Symptoms: dizziness, syncope, shock
Normal< 120< 8070 – 93Optimal range for most adults
Elevated120 – 129< 8093 – 96Lifestyle changes recommended
Stage 1 HTN130 – 13980 – 8997 – 106Lifestyle + possible medication if risk ≥ 10%
Stage 2 HTN≥ 140≥ 90≥ 107Medication usually recommended
Hypertensive crisis> 180> 120> 140Urgent medical evaluation

Haemodynamic Reference Values

Reference ranges for MAP and its derived haemodynamic parameters in a healthy resting adult. Individual targets vary by clinical context.

ParameterTypical valueRangeNotes
MAP (resting adult)~ 93 mmHg70 – 100Below 60 = hypoperfusion risk
MAP (ICU target)≥ 65 mmHg65 – 85Higher in chronic HTN patients
Cerebral perfusion pressure~ 83 mmHg60 – 100CPP = MAP − ICP (ICP ≈ 10)
Renal perfusion pressure~ 73 mmHg60 – 90Renal artery pressure = MAP − CVP
Coronary perfusion (diastolic)~ 80 mmHg60 – 90Coronary flow occurs mostly during diastole
Pulse pressure~ 40 mmHg30 – 50> 60 suggests arterial stiffness
Systemic vascular resistance~ 1,100 dyn·s·cm⁻⁵800 – 1,500SVR = (MAP − CVP) × 80 / CO
Cardiac index~ 3.2 L/min/m²2.5 – 4.0CO divided by body surface area

Variable Reference

SymbolMeaningTypical rangeNotes
MAPMean arterial pressure70 – 100 mmHgPerfusion pressure; below 60 is critical
SBPSystolic blood pressure90 – 140 mmHgPeak pressure during systole
DBPDiastolic blood pressure60 – 90 mmHgMinimum pressure during diastole
PPPulse pressure = SBP − DBP30 – 50 mmHgWide or narrow PP has its own meaning
CPPCerebral perfusion pressure60 – 100 mmHg= MAP − ICP
ICPIntracranial pressure5 – 15 mmHgTypically ~10 in a healthy adult
SVRSystemic vascular resistance800 – 1,500 dyn·s·cm⁻⁵= (MAP − CVP) × 80 / CO
COCardiac output4 – 8 L/min= heart rate × stroke volume
CVPCentral venous pressure2 – 8 mmHgRight atrial pressure; usually low

What Does MAP = DBP + (SBP − DBP)/3 Measure?

The mean arterial pressure relation connects three quantities: the peak arterial pressure during systole, the minimum pressure during diastole, and the time-weighted average that drives blood into the tissues. Together they answer the fundamental haemodynamic question — is the perfusion pressure high enough to keep the brain, kidneys, and heart alive?

Mean Arterial Pressure Formula

The defining relation, using the standard ⅓ approximation:

MAP = DBP + (SBP − DBP) / 3

Rearranged to solve for the other two unknowns:

SBP = 3·MAP − 2·DBP
DBP = (3·MAP − SBP) / 2

Pulse pressure, the difference between systolic and diastolic pressure:

Pulse Pressure = SBP − DBP

And the haemodynamic rearrangement in terms of cardiac output and systemic vascular resistance:

MAP = CO × SVR / 80   ⟹   SVR = (MAP − CVP) × 80 / CO

The approximate true MAP (from direct arterial waveform integration) can also be written:

MAP ≈ (SBP + 2·DBP) / 3

which is algebraically identical to the formula at the top of this section and is often easier to compute mentally: add the systolic to twice the diastolic, then divide by three.

Mean Arterial Pressure Variables

SymbolMeaningNotes
MAPMean arterial pressureTime-weighted average arterial pressure over one cardiac cycle
SBPSystolic blood pressurePeak pressure during ventricular contraction
DBPDiastolic blood pressureMinimum pressure between contractions
PPPulse pressure= SBP − DBP; carries information independent of MAP
COCardiac outputVolume pumped per minute; = HR × SV
SVRSystemic vascular resistanceResistance to flow in the systemic circulation

How Each Variable Affects MAP

The relation is linear in both SBP and DBP, but with different weights. Every 1 mmHg rise in DBP raises MAP by ⅔ mmHg, and every 1 mmHg rise in SBP raises MAP by ⅓ mmHg. This means that diastolic pressure has twice the influence of systolic pressure on MAP at the same numerical change — a consequence of the fact that diastole occupies about two-thirds of the cardiac cycle. In practice, that has a counterintuitive consequence: a drug that lowers DBP by 10 mmHg lowers MAP by about 6.7 mmHg, while the same reduction in SBP lowers MAP by only about 3.3 mmHg. Clinically, this is one reason why diastolic hypertension is taken so seriously — it has an outsized effect on organ perfusion pressure.

Pulse pressure adds a layer of information that MAP alone cannot capture. Two patients with the same MAP of 93 can have very different pulse pressures: one at 120/80 (PP = 40, normal) and another at 160/60 (PP = 100, very wide, indicating arterial stiffness or aortic regurgitation). Their MAPs are identical but their cardiovascular physiologies and prognoses are very different. This is why clinicians look at all three numbers — SBP, DBP, and MAP — rather than relying on any one alone, and why the pulse pressure is worth computing even when the MAP is normal.

Mean Arterial Pressure Calculation Examples

Given: SBP = 120, DBP = 80 — solve for MAP
MAP = 80 + (120 − 80) / 3 = 80 + 13.33 = 93.3 mmHg — normal
Given: SBP = 140, DBP = 90 — solve for MAP
MAP = 90 + (140 − 90) / 3 = 90 + 16.67 = 106.7 mmHg — stage 2 HTN
Given: SBP = 90, DBP = 60 — solve for MAP
MAP = 60 + (90 − 60) / 3 = 60 + 10 = 70 mmHg — low normal, watch perfusion
Given: SBP = 180, DBP = 120 — solve for MAP
MAP = 120 + (180 − 120) / 3 = 120 + 20 = 140 mmHg — hypertensive crisis
Given: MAP = 93.3, SBP = 120 — solve for DBP
DBP = (3 × 93.3 − 120) / 2 = (280 − 120) / 2 = 80 mmHg
Given: MAP = 93.3, DBP = 80 — solve for SBP
SBP = 3 × 93.3 − 2 × 80 = 280 − 160 = 120 mmHg
Given: SBP = 120, DBP = 80 — solve for pulse pressure
PP = 120 − 80 = 40 mmHg — normal
Given: MAP = 93.3, ICP = 10 — solve for cerebral perfusion pressure
CPP = 93.3 − 10 = 83.3 mmHg — normal

Frequently Asked Questions

Mean arterial pressure (MAP) is the average arterial pressure over one cardiac cycle — the driving pressure that pushes blood into the tissues. It matters because organ perfusion depends on MAP, not on systolic or diastolic pressure individually. The brain, kidneys, and coronary circulation all autoregulate blood flow across a wide MAP range, but below a threshold of roughly 60 mmHg, autoregulation fails and perfusion falls with pressure, producing tissue ischaemia. This is why MAP is the standard haemodynamic target in critical care — a minimum of 65 mmHg in most patients — and why prolonged MAPs below 60 are associated with acute kidney injury, cerebral ischaemia, and myocardial infarction. MAP combines both pressures into a single number that describes the haemodynamic state much better than either pressure alone.

Because diastole lasts about twice as long as systole at a resting heart rate. The cardiac cycle at 60–70 beats per minute spends roughly one-third of its time in systole and two-thirds in diastole. MAP is a time-weighted average, so the diastolic value counts twice as heavily as the systolic value. This is why the formula divides the pulse pressure (SBP − DBP) by 3 rather than by 2. If diastole and systole were equal in duration, MAP would be (SBP + DBP)/2; at a resting heart rate, the true time-weighted mean sits roughly one-third of the way from DBP up to SBP, which pulls MAP well below the arithmetic midpoint. At very high heart rates the ratio changes, but the /3 approximation remains clinically useful.

For a healthy resting adult with a blood pressure of 120/80, MAP is about 93 mmHg. The generally accepted normal range is roughly 70–100 mmHg. Below 70, and especially below 60, the perfusion pressure starts to be inadequate for the brain, kidneys, and coronary circulation — this is the range of clinical hypotension. Above 100 is considered elevated, and above 110 significantly so. In the ICU, the standard target is MAP ≥ 65 mmHg for most patients, though this shifts upward for patients with chronic hypertension (whose autoregulation curve is shifted to the right) and downward in some specific circumstances such as post-cardiac-arrest cooling. Your personal target depends on your age, medical history, and clinical condition — discuss it with your healthcare provider.

Pulse pressure is the difference between systolic and diastolic pressure: PP = SBP − DBP. A normal pulse pressure is 30–50 mmHg. It carries information that MAP does not: two patients with identical MAPs can have very different pulse pressures, and the pulse pressure is often the more revealing number. A wide pulse pressure (over 60 mmHg) usually indicates arterial stiffness, which is common with aging and atherosclerosis, and it is associated with increased cardiovascular risk. It can also reflect increased stroke volume (as in aortic regurgitation, hyperthyroidism, or anaemia) or reduced diastolic runoff (as in patent ductus arteriosus). A narrow pulse pressure (under 25 mmHg) usually indicates reduced stroke volume, as in heart failure, hypovolaemia, cardiac tamponade, or aortic stenosis. Pulse pressure is therefore an important independent parameter alongside MAP and the individual pressures.

No — both the actual MAP and the appropriate target MAP vary substantially by age, sex, pregnancy, and clinical condition. A healthy young athlete might run a MAP of 85 and feel perfectly well, while an older adult with chronic hypertension might need a MAP of 100 or more to perfuse their brain because their autoregulation curve has shifted to the right over decades of high pressure. In pregnancy, MAP falls slightly in the second trimester and rises back in the third; a MAP ≥ 90 in mid-pregnancy is a risk marker for preeclampsia. In infants and children, target MAPs are age-specific, rising from about 50 mmHg in newborns to 65–75 in adolescents. And in a patient on chronic antihypertensive medication, the "normal" MAP range may not apply — the target is whatever keeps the patient symptom-free and perfusing adequately, which is often higher than textbook values.

In routine office practice, clinicians usually focus on systolic and diastolic pressures because those are the numbers printed on the blood pressure cuff, and the AHA classification is defined in terms of them. MAP becomes the primary target in two situations: critical care (where an arterial line gives a continuous MAP reading and haemodynamic therapy is titrated to a MAP target), and general haemodynamic reasoning (where the effect of a drug or manoeuvre on tissue perfusion is estimated from the MAP change). When systolic and diastolic pressures disagree — for example, isolated systolic hypertension with a normal diastolic in an older adult — MAP helps to reconcile them and gives a single number to track. And when pulse pressure is unusually wide or narrow, both the MAP and the pulse pressure should be reported, because they carry independent information.

No. This calculator performs the arithmetic of the MAP formula, and it can help you understand what the numbers mean, but it cannot diagnose hypertension, prescribe treatment, or replace a clinical assessment. A hypertension diagnosis requires multiple blood pressure readings on separate occasions, using a properly sized cuff and correct technique, ideally combined with home or ambulatory monitoring. Clinical decisions about medication, target blood pressures, and treatment strategy depend on the whole clinical picture — age, sex, cardiovascular risk factors, kidney function, pregnancy status, other medications, and symptoms. If you are concerned about your blood pressure, please measure it properly and discuss the readings with a qualified healthcare provider.

The formula MAP = DBP + (SBP − DBP)/3 is a mathematical identity that applies to any pressure pair, so the arithmetic works fine in children. However, the interpretation is completely different. Paediatric blood pressure targets are age-specific and rise steadily from infancy: a newborn might have a target MAP of 40–50 mmHg, a young child 50–60, an older child 60–70, and an adolescent approaching adult values of 65–75. The MAP formula also becomes slightly less accurate at very high heart rates, which are normal in infants and young children, because the time-weighting assumption of ⅓ systole no longer holds as well. Paediatric MAP values should always be interpreted against age-specific reference ranges, not adult thresholds.

Calculating...

Variables

Symbol Quantity Unit
MAP Mean arterial pressure mmHg
SBP Systolic blood pressure (top number) mmHg
DBP Diastolic blood pressure (bottom number) mmHg

What it means

Mean Arterial Pressure (MAP) is the average pressure in a patient’s arteries during one cardiac cycle, approximated as diastolic blood pressure (DBP) plus one‑third of the pulse pressure (SBP − DBP). It is a key parameter in critical care and anaesthesia, as it reflects perfusion to vital organs. A MAP of at least 60‑65 mmHg is typically required for adequate organ perfusion. It is used in hemodynamic monitoring, in managing hypertension, and in assessing the effectiveness of vasopressor therapy. Understanding MAP helps clinicians make decisions about fluid resuscitation and blood pressure management in acute settings.

Worked example

Mean Arterial Pressure – Two Detailed Examples

Real‑World
Scenario: A patient has a blood pressure reading of 120/80 mmHg. The nurse calculates the mean arterial pressure (MAP) to assess the perfusion pressure to vital organs. MAP is a better indicator of tissue perfusion than systolic or diastolic pressure alone. A normal MAP is between 70‑100 mmHg.
ParameterValue
SBP (mmHg)120
DBP (mmHg)80
1MAP = 80 + (1/3) × (120 − 80) = 80 + (1/3) × 40 = 80 + 13.33 = 93.33 mmHg
Result 93.3 mmHg ✓ Normal MAP
Scenario: In an intensive care unit, a patient's blood pressure is 140/90 mmHg. The critical care team calculates the MAP to monitor organ perfusion. A MAP above 100 mmHg may indicate hypertension, while a MAP below 60 mmHg suggests inadequate perfusion and risk of organ failure. They use this to guide fluid and medication management.
ParameterValue
SBP140
DBP90
1MAP = 90 + (1/3) × (140 − 90) = 90 + (1/3) × 50 = 90 + 16.67 = 106.67 mmHg
Result 106.7 mmHg ✓ Elevated MAP
Insight: Mean arterial pressure (MAP) is the average pressure in a patient's arteries during one cardiac cycle. It is calculated as DBP + 1/3(SBP – DBP). MAP is a key vital sign for assessing perfusion.

Common mistakes

  • MAP: Mean arterial pressure – the average pressure in the arteries during a cardiac cycle.
  • SBP: Systolic blood pressure.
  • DBP: Diastolic blood pressure.
  • Formula: MAP = DBP + (1/3)(SBP − DBP) – approximates the area under the pulse wave.
  • Normal MAP: 70‑100 mmHg – below 60 may indicate inadequate perfusion.

Applications

Mean Arterial Pressure (MAP) is the average pressure in a person's arteries during one cardiac cycle, calculated as DBP + (1/3)(SBP − DBP). It is a key indicator of perfusion to vital organs. Clinicians use MAP to manage blood pressure in critically ill patients, to guide fluid resuscitation, and to monitor hypertensive emergencies. A MAP of 70‑100 mmHg is typically considered adequate for organ perfusion. By calculating MAP, healthcare providers can optimise blood pressure management in ICU, post‑operative, and emergency settings. Understanding MAP is essential for patient monitoring and for making decisions about vasopressor therapy.

  • Intensive care and haemodynamic monitoring
  • Management of hypertension and hypotension
  • Assessment of organ perfusion in shock and sepsis
  • Anaesthesia and perioperative blood pressure control
  • Clinical research on cardiovascular outcomes

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  • Published July 11, 2026
  • Last updated September 8, 2026