Egg Boiling Calculator / Calculate Time for Boiled Egg

Egg Boiling Calculator

Our egg boiling calculator compute the precise cooking duration required to achieve your desired egg consistency.

A large egg (63g) stored at refrigerator temperature (4°C), cooked at sea level for a medium-soft yolk, requires approximately 6 minutes and 30 seconds.

By employing thermodynamic principles, it ensures perfect results, considering the heat transfer rates through the eggshell, albumen, and yolk.

Egg Boiling Examples

High-Altitude Soft Boiled:

  • Egg weight: 58g
  • Starting temperature: 4°C
  • Altitude: 5,000 feet
  • Desired: Soft yolk
  • Calculated time: 7 minutes 15 seconds

Room Temperature Medium:

  • Egg weight: 65g
  • Starting temperature: 20°C
  • Altitude: sea level
  • Desired: Medium yolk
  • Calculated time: 5 minutes 45 seconds

Extra Large Hard Boiled:

  • Egg weight: 70g
  • Starting temperature: 8°C
  • Altitude: 2,000 feet
  • Desired: Hard yolk
  • Calculated time: 9 minutes 30 seconds

Egg Boiling Calculation Formula

The formula incorporates Newton’s Law of Cooling and thermal conductivity principles:

t = K × M^(2/3) × ln[0.76 × (To - Tw)/(Ty - Tw)]

Where:

  • t = cooking time (seconds)
  • K = thermal conductivity constant (0.0013)
  • M = egg mass (grams)
  • To = initial temperature (°C)
  • Tw = water temperature (100°C)
  • Ty = desired yolk temperature (°C)

For a 60g egg at 4°C, aiming for a medium yolk (68°C):

t = 0.0013 × 60^(2/3) × ln[0.76 × (4 - 100)/(68 - 100)] = 360 seconds

How to Calculate Egg Boiling?

To calculate egg boiling time:

  • Measure egg mass using a kitchen scale.
  • Note starting temperature using a thermometer.
  • Determine desired doneness temperatures: Soft: 63°C, Medium: 68°C, Hard: 73°C
  • Apply altitude correction: Add 5% time per 1,000 feet above sea level.

For a 65g egg from the refrigerator (4°C) at 3,000 feet altitude:

  • Base time: 390 seconds (using formula).
  • Altitude adjustment: +15% (3 × 5%).
  • Final cooking time: 449 seconds (7 minutes 29 seconds).

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