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About

Standard Atmosphere (atm) is a reference unit of pressure equal to the average air pressure at sea level at a latitude of 45 degrees. While the SI unit Pascal (and its multiple, Kilopascal) is preferred in modern physics, atm remains dominant in diving, aviation, and chemical thermodynamics to describe equations of state.

Accuracy in this conversion is non-negotiable for safety-critical computations such as diving decompression tables or chemical reaction vessel stress. This tool converts Kilopascals (kPa) to Standard Atmospheres (atm) using the exact defined relationship, maintaining sufficient decimal precision for scientific work.

pressure meteorology diving atmospheres conversion

Formulas

The standard atmosphere is exactly defined in relation to the Pascal. The conversion logic follows:

Patm = PkPa101.325

Where:

  • 101.325 is the standard atmospheric pressure in kPa.
  • 0 kPa represents a perfect vacuum.

Reference Data

Pressure (kPa)Pressure (atm)Context / Environment
00Perfect Vacuum (Outer Space)
33.70.33Summit of Mt. Everest (approx)
50.660.50Approx. 5,500m Altitude
85.00.84Standard Cabin Pressure (Aviation)
101.3251.00Standard Sea Level
202.652.0010m Depth underwater
303.983.0020m Depth underwater
500.004.93Industrial Low Pressure Line
1,013.2510.00High Pressure Chemical Reactor
10,00098.69Deep Sea (Mariana Trench ~1100 atm)

Frequently Asked Questions

In absolute terms, no. 0 kPa is a perfect vacuum. However, in "Gauge Pressure" terms (relative to atmospheric pressure), negative values indicate a vacuum relative to the surroundings. This tool assumes Absolute Pressure calculations.
It is an internationally agreed-upon constant (Standard Temperature and Pressure) representing the mean atmospheric pressure at mean sea level at the latitude of Paris, defined exactly as 101,325 Pascals.
No. They are close but distinct. 1 bar is exactly 100 kPa, while 1 atm is 101.325 kPa. This 1.3% difference is significant in scientific engineering.