Cardiac Index Calculator
Calculate cardiac output, body surface area, and cardiac index from heart rate, stroke volume, height, and weight.
About cardiac index
Cardiac index examples
| Measurements | Calculated result | Interpretation |
|---|---|---|
| 72 bpm, 70 mL, 175 cm, 70 kg | CO 5.04; BSA 1.84; CI 2.73 | A typical resting example within a commonly cited adult range. |
| 60 bpm, 50 mL, 180 cm, 80 kg | CO 3.00; BSA 2.00; CI 1.50 | The lower stroke volume produces a lower indexed output. |
| 90 bpm, 80 mL, 165 cm, 60 kg | CO 7.20; BSA 1.66; CI 4.34 | A faster rate and larger stroke volume increase cardiac index. |
How to calculate cardiac index
- Enter the measured heart rate in beats per minute.
- Enter stroke volume in milliliters per beat.
- Add height in centimeters and weight in kilograms for the body surface area estimate.
- Select Calculate Cardiac Index and review all three displayed values.
Cardiac index FAQ
What is the difference between cardiac output and cardiac index?
Cardiac output is the total blood volume pumped each minute. Cardiac index divides that output by body surface area so people of different sizes can be compared more appropriately.
What cardiac index is considered normal?
A frequently used resting adult reference is about 2.5 to 4.0 L/min/m². The appropriate range depends on context and measurement method, so a clinician should interpret the result.
Which body surface area formula is used?
The calculator uses the Mosteller formula based on height in centimeters and weight in kilograms. Other accepted equations may differ slightly, especially at unusual body sizes.
Can this calculator diagnose heart failure or shock?
No. Cardiac index is only one piece of hemodynamic information and cannot establish a diagnosis alone. Symptoms, examination, laboratory data, imaging, and measurement quality all matter.
Why can cardiac index change over time?
Heart rate, stroke volume, fluid status, medication, exercise, fever, and vascular tone can all change the value. Repeated measurements under comparable conditions are often more useful than one isolated result.