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Race Pace Conversion Calculator

Pace Conversion Formula:

\[ P_{new} = P_{ref} \times \left(\frac{D_{ref}}{D_{new}}\right)^k \]

min/mile or min/km
miles or km
miles or km
(default ≈1.06)

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1. What is the Pace Conversion Formula?

The pace conversion formula allows runners to estimate their expected pace for a new race distance based on their performance at a known distance. This is particularly useful for race planning and training.

2. How Does the Calculator Work?

The calculator uses the pace conversion formula:

\[ P_{new} = P_{ref} \times \left(\frac{D_{ref}}{D_{new}}\right)^k \]

Where:

Explanation: The formula accounts for the non-linear relationship between pace and distance, as maintaining the same pace becomes progressively harder as distance increases.

3. Importance of Pace Conversion

Details: Accurate pace conversion helps runners set realistic goals for new distances, plan training paces, and estimate finish times for races they haven't run before.

4. Using the Calculator

Tips: Enter your known pace (e.g., 8:30 min/mile), the distance you ran that pace at (e.g., 5 km), the new distance you want to predict for (e.g., 10 km), and the exponent (default 1.06 works for most runners).

5. Frequently Asked Questions (FAQ)

Q1: What's a typical value for k?
A: The exponent k typically ranges from 1.05 to 1.08, with 1.06 being a good average value for most runners.

Q2: Does this work for very different distances?
A: The formula works best for distances that are relatively close (e.g., 5k to 10k). Conversions between very different distances (e.g., 5k to marathon) may be less accurate.

Q3: Should I use miles or kilometers?
A: The calculator works with either unit, but be consistent - don't mix miles and kilometers in the same calculation.

Q4: How accurate is this prediction?
A: It provides a reasonable estimate but actual performance depends on training specificity, course conditions, and individual factors.

Q5: Can I use this for swimming or cycling?
A: The formula was developed for running. Different sports would require different exponent values.

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