Mechanical Power Calculators

Mechanical Power in Volume Controlled Ventilation with constant flow (mM) (Daoud, et al)

Mean Airway Pressure
cmH2O
Minute Ventilation
L/min

Equation: MP = 0.13 (mM) + 2.48

Reference: Mean airway pressure – Minute ventilation product (mM): A simple and universal surrogate equation to calculate mechanical power in both volume and pressure controlled ventilation

Mechanical Power in Pressure Controlled Ventilation

(mM) (Daoud, et al)

Mean Airway Pressure
cmH2O
Minute Ventilation
L/min

Equation: MP = 0.15 (mM) + 3.79

Reference: Mean airway pressure – Minute ventilation product (mM): A simple and universal surrogate equation to calculate mechanical power in both volume and pressure controlled

Mechanical Power in Volume or Pressure Controlled Ventilation

(mM) (Daoud, et al)

Mean Airway Pressure
cmH2O
Minute Ventilation
L/min

Equation: MP = 0.13 (mM) + 3.41

Reference: Mean airway pressure – Minute ventilation product (mM): A simple and universal surrogate equation to calculate mechanical power in both volume and pressure controlled ventilation

Note: This equation might overestimate MP in VCV and underestimate MP in PCV especially at high levels on mean airway pressures and minute ventilation

Mechanical Power in Volume Controlled Ventilation with constant flow (Gattinoni, et al)

Respiratory rate
Breaths/minute
Tidal Volume
Lit
Peak Inspiratory Pressure
cmH2O
Plateau Pressure
cmH2O
PEEP
cmH2O

Equation: MP = 0.098 x RR x VT x (𝑃𝑝𝑒𝑎𝑘 − (𝑃𝑝𝑙𝑎𝑡 − 𝑃𝐸𝐸𝑃) 2)

Reference: Ventilator-related causes of lung injury: the mechanical power

Mechanical Power in Pressure Controlled Ventilation

(Becher, et al)

Respiratory rate
Breaths/minute
Tidal Volume
Lit
Delta Inspiratory Pressure (DP)
cmH2O
PEEP
cmH2O

Equation: MP = 0.098 x RR x VT x (∆Pinsp + PEEP)

Reference: Calculation of mechanical power for pressure-controlled ventilation

Elastic Static Power

(Fajardo-Campoverd, et al)

Tidal Volume
Liter
Respiratory Rate
BPM
PEEP
cmH2O

Equation: ESP = 0.098 x RR x VT x PEEP

Reference: Elastic static power, its correlation with acute respiratory distress syndrome severity: A Bayesian post-hoc analysis of the Mechanical Power Day cross-sectional trial

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