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ECG Heart Rate Calculator

ECG Heart Rate Calculation Methods:

Regular Rhythm: 300 ÷ number of large squares between R-R

Irregular Rhythm: (Number of R waves in 30 large squares) × 10

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1. ECG Heart Rate Calculation Methods

There are two primary methods for calculating heart rate from an ECG, depending on whether the rhythm is regular or irregular.

2. Regular vs. Irregular Rhythm

Regular Rhythm Method: When the heart rhythm is regular (equal spacing between R waves), count the number of large squares between two consecutive R waves and divide 300 by this number.

\[ \text{Heart Rate} = \frac{300}{\text{Number of large squares between R-R}} \]

Irregular Rhythm Method: When the rhythm is irregular, count the number of R waves in a 30 large square span (6 seconds) and multiply by 10.

\[ \text{Heart Rate} = \text{Number of R waves in 30 large squares} \times 10 \]

3. Clinical Importance

Details: Accurate heart rate determination is essential for diagnosing arrhythmias, assessing hemodynamic stability, and guiding treatment decisions in cardiac emergencies.

4. Using the Calculator

Tips: Select the appropriate method based on rhythm regularity. For regular rhythms, enter the number of large squares between R waves. For irregular rhythms, count R waves in 30 large squares (6 seconds).

5. Frequently Asked Questions (FAQ)

Q1: What defines a regular vs irregular rhythm?
A: Regular rhythm has consistent R-R intervals (variation <10%). Irregular rhythm has varying intervals.

Q2: Why 300 for regular rhythm calculation?
A: Standard ECG paper speed is 25mm/sec (5 large squares/sec). 300 = 60 seconds × 5 large squares.

Q3: When should I use the irregular method?
A: For atrial fibrillation, multifocal atrial tachycardia, or any rhythm with irregular R-R intervals.

Q4: What if the rate is very fast (>150 bpm)?
A: For rates >150, count small squares (1500 ÷ number of small squares between R-R).

Q5: How accurate are these methods?
A: Regular method is precise for regular rhythms. Irregular method gives average rate over 6 seconds.

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