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QT Calculator Mayo Clinic

Bazett's Formula:

\[ QTc = \frac{QT}{\sqrt{RR}} \]

ms
bpm
years

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1. What is the QT Calculator Mayo Clinic?

The QT Calculator Mayo Clinic uses Bazett's formula to calculate the corrected QT interval (QTc), adjusted for rhythm, gender, and age-specific normals. It provides a standardized measure of ventricular repolarization that accounts for heart rate variations.

2. How Does the Calculator Work?

The calculator uses Bazett's formula:

\[ QTc = \frac{QT}{\sqrt{RR}} \]

Where:

Explanation: The formula corrects the measured QT interval for heart rate, providing a standardized QTc value that can be compared across different heart rates and patient populations.

3. Importance of QTc Calculation

Details: Accurate QTc calculation is crucial for assessing cardiac repolarization abnormalities, identifying risk of arrhythmias (particularly torsades de pointes), and monitoring drug effects on cardiac conduction.

4. Using the Calculator

Tips: Enter QT interval in milliseconds, heart rate in beats per minute, select gender and enter age. All values must be valid (QT > 0, HR > 0, age between 0-120).

5. Frequently Asked Questions (FAQ)

Q1: Why use Bazett's formula?
A: Bazett's formula is the most widely used and clinically validated method for QT correction, though it may overcorrect at very high heart rates.

Q2: What are normal QTc values?
A: Normal QTc is typically <440 ms for men and <460 ms for women. Values above these may indicate prolonged QT syndrome.

Q3: How should QT interval be measured?
A: QT interval should be measured from the beginning of the QRS complex to the end of the T wave, preferably in lead II or V5.

Q4: Are there limitations to Bazett's formula?
A: The formula may overcorrect at high heart rates and undercorrect at low heart rates. Alternative formulas (Fridericia, Hodges) may be used in specific cases.

Q5: Why consider gender and age in QTc interpretation?
A: Women typically have longer QTc intervals than men, and QTc may vary with age. Gender and age-specific norms improve diagnostic accuracy.

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