Torr to Pascal

Free instant torr to pascal converter. 1 Torr = 133.322 Pa.

133.322
Formula
1 Torr = 133.322 Pa

Common Torr to Pascal values

Common Torr to Pascal conversion values.
Torr (Torr)Pascal (Pa)
1133.322
5666.612
101333.22
253333.06
506666.12
10013332.2
50066661.2
1000133322

How does Torr to Pascal conversion work?

Type a value in the Torr (Torr) field and the equivalent in Pascal (Pa) appears instantly to the right. The math uses the exact formula shown above โ€” no rounding errors, no approximations beyond standard floating-point precision. Use the swap button to flip the units and see the inverse conversion.

Torr. Defined as exactly 1/760 of a standard atmosphere = 101,325/760 โ‰ˆ 133.322 Pa. Used in vacuum technology + thin-film deposition. Interchangeable with mmHg in clinical contexts.

Pascal. The SI unit of pressure. 1 Pa = 1 newton per square metre. Atmospheric pressure is about 101,325 Pa.

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Conversion factors come from the official standard (NIST, BIPM, ISO definitions where applicable). Values are precise to standard floating-point limits.

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How it works โ€” the formula

1 Pa = 1 N/mยฒ = 1 kg/(mยทsยฒ) 1 bar = 100,000 Pa exactly 1 atm (standard atmosphere) = 101,325 Pa exactly 1 psi = 6,894.757293168 Pa 1 mmHg โ‰ˆ 133.322387415 Pa (exact at 0 ยฐC, 9.80665 m/sยฒ)

The pascal is the SI derived unit of pressure: force per unit area. The bar (100 kPa) is widely used in engineering and meteorology; the standard atmosphere (101.325 kPa) is fixed by the BIPM and approximates mean sea-level pressure. The pound per square inch (psi) is exactly 6,894.757293168 Pa via the 1959 yard-and-pound definition. Millimetres of mercury (mmHg) and inches of mercury (inHg) survive in medicine and aviation; their definitions are conventional and depend on standard gravity and 0 ยฐC mercury density.

Worked examples

Example 1
Atmosphere
Inputs:
1 atm = ? psi
Output:
101,325 / 6,894.757293168 โ‰ˆ 14.6959 psi
Example 2
Tire pressure
Inputs:
32 psi = ? kPa
Output:
32 ร— 6.894757 โ‰ˆ 220.63 kPa
Example 3
Blood pressure
Inputs:
120 mmHg = ? kPa
Output:
120 ร— 0.133322 โ‰ˆ 15.999 kPa

Limitations

  • "Bar" and "barometric" share a name but bar is a unit while barometric pressure is a measurement context.
  • mmHg and torr differ by 0.000015% (torr is 1/760 atm, mmHg is gravity-and-density-defined) โ€” interchangeable in clinical use.
  • Gauge vs absolute pressure differ by 1 atm โ€” clearly mark which one a converted value represents.
  • Pressure changes ~12 hPa per 100 m of altitude near sea level; an altitude-naรฏve conversion can mislead aviation/diving readings.

Conversions are exact rational arithmetic between Pa-defined units; mmHg / inHg use the conventional standard-gravity definition and may differ by ~0.001% from local-gravity-corrected values.

Frequently asked

What is the formula for converting Torr to Pascal?+
The formula is: 1 Torr = 133.322 Pa. Type any value into the calculator above and the result appears instantly.
How do I convert Pascal back to Torr?+
Click the swap button (โ‡„) above to go to the Pascal โ†’ Torr converter, or use the inverse formula derived from the one shown.
How accurate is the conversion?+
Conversion factors used here are exact rational values from NIST SP 811 and the BIPM SI brochure (e.g. 1 ft = 0.3048 m exactly, 1 lb = 0.45359237 kg exactly). Trailing-digit differences vs hand calculation come only from binary floating-point representation, never from the conversion factor itself.
Where do these conversion factors come from?+
Length and mass factors come from the 1959 international yard-and-pound agreement; SI base units (metre, kilogram, second, kelvin) come from the 2019 BIPM redefinition; energy and pressure factors are NIST SP 811 reference values. Each editorial section above lists the specific source for that category.
Is the value gauge pressure or absolute pressure?+
This converter treats every input as the same kind. Gauge pressure (psig, barg) is offset by 1 atm relative to absolute (psia, bara); converting between systems requires you to track that 101,325 Pa shift yourself.

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