Boiling water, at standard atmospheric pressure, reaches a temperature of 373 Kelvin (K).
Understanding Boiling Point and the Kelvin Scale
The boiling point of water is a fundamental physical property, serving as a key reference in various temperature scales. The Kelvin scale is unique because it is an absolute temperature scale, meaning its zero point, 0 K, represents absolute zero—the theoretical temperature at which all molecular motion ceases.
Unlike Celsius or Fahrenheit, the Kelvin scale does not use a degree symbol (e.g., it is expressed as 373 K, not 373 °K). This scale is extensively used in scientific and engineering fields due to its direct relationship with energy and thermodynamic calculations.
Key Temperature Reference Points
The table below illustrates the boiling point of water and other significant temperatures across different scales:
Event | Fahrenheit (F) | Kelvin (K) |
---|---|---|
Boiling point of water | 212 F | 373 K |
Body temperature | 98.6 F | |
Cool room temperature | 68 F | |
Freezing point of water | 32 F | 273 K |
Note: The freezing point of water (0 degrees Celsius) is precisely 273.15 K, and the boiling point (100 degrees Celsius) is 373.15 K. For general purposes, 273 K and 373 K are often used as approximations.
Why Kelvin Matters in Science
The Kelvin scale offers several advantages that make it crucial in scientific disciplines:
- Absolute Zero Reference: Starting at absolute zero, the Kelvin scale is ideal for measuring and understanding extremely low temperatures, which is critical in fields like cryogenics.
- Thermodynamic Calculations: Many fundamental scientific formulas and laws, especially in physics and chemistry (e.g., the Ideal Gas Law), require temperature values to be in Kelvin for accurate calculations.
- Consistency in Research: Using an absolute scale ensures consistency and comparability of temperature measurements across different experiments and research studies worldwide.
For more information on temperature scales and their conversions, you can explore resources on Temperature Scales.