mm Hg to Pa Pressure Conversion Chart and Formula

MM HG to PA

Convert millimeters of mercury into pascals for gauges, specs, hydraulic notes, and pressure reference checks.

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Conversion Formula

MM HG to PAPa = mmHg × 133.322387415
Pascals to Millimeters of MercurymmHg = Pa ÷ 133.322387415

Conversion Examples

5 Millimeters of Mercury5 millimeters of mercury equals 666.611937 pascals. This is a clear checkpoint when a gauge face and a spec sheet use different pressure units.
25 Millimeters of MercuryWhen the starting value is 25 millimeters of mercury, the converted result becomes 3,333.059685 pascals. That makes it easier to compare vacuum, process, or hydraulic readings without redoing the factor by hand.
100 Millimeters of MercuryA value of 100 millimeters of mercury converts to 13,332.238742 pascals. This mid-range example matches the kind of number that appears in many plant service notes.
1,000 Millimeters of MercuryIf you begin with 1,000 millimeters of mercury, you end up with 133,322.387415 pascals. It is a practical reference for keeping mixed SI and customary pressure data aligned.

MM HG to PA Table

Millimeters of MercuryPascals
1133.322387
5666.611937
101,333.223874
253,333.059685
506,666.119371
10013,332.238742
25033,330.596854
50066,661.193708
1,000133,322.387415
2,500333,305.968538

Popular Conversions

What is Millimeters of Mercury and Pascal?

Millimeters of Mercury

Definition: Millimeters of mercury express pressure using the height of a mercury column.

History/origin: The unit comes from classic barometers and medical manometers that measured pressure as a fluid height.

Current use: MmHg is used in blood pressure, vacuum work, laboratory pressure readings, and older engineering references.

Pascal

Definition: A pascal is the SI unit of pressure and equals one newton per square meter.

History/origin: It was adopted with SI to unify pressure and stress measurement in one coherent system.

Current use: Pascals are used in science, engineering formulas, acoustics, and structural stress calculations.

Related Pressure Conversions

Pressure values are commonly translated across SI, customary, and fluid-column units in the same job.

Related ConversionFactor or RuleFormula
mmHg to kPa× 0.133322387kPa = mmHg × 0.133322387
MPa to psi× 145.037738psi = MPa × 145.037738
Pa to kPa÷ 1,000kPa = Pa ÷ 1,000
Pa to psi× 0.000145037738psi = Pa × 0.000145037738
psi to bar× 0.068947573bar = psi × 0.068947573
psi to mmHg× 51.714933mmHg = psi × 51.714933
psia to psigminus atmospherepsig = psia – atmospheric pressure
psig to psiaplus atmospherepsia = psig + atmospheric pressure

Typical Use Cases

Gauge readingConvert pressure values when a gauge, datasheet, and worksheet all use different scales.
Hydraulic setupCheck system pressure in the unit expected by pumps, regulators, or component specs.
Vacuum and lab workMove between mercury, torr, and SI pressure units without redoing the full factor math.
Maintenance logsKeep readings consistent across service notes, test sheets, and equipment histories.

Frequently Asked Questions

Q: Why do pressure pages like MM HG to PA change the number so much?

A: Pressure units are sized very differently, so the same physical pressure can need a much larger or much smaller number after conversion.

Q: What does 1 millimeters of mercury become in pascals?

A: 1 millimeters of mercury equals 133.322387 pascals, which is a helpful checkpoint for tire pressure, hydraulics, vacuum work, and process instrumentation.

Q: When should I keep the original pressure unit?

A: Keep it when the sensor, regulator, gauge, or specification you are reading already uses that unit. Convert only when the destination document or tool expects another scale.

Q: Why do some pressure answers become decimals while others become large integers?

A: That is simply the size difference between the unit systems involved. The physical pressure stays the same.

Q: How do I convert Pascals back into Millimeters of Mercury?

A: mmHg = Pa ÷ 133.322387415. That reverse relationship is useful when the reading already starts in the target pressure unit.

Q: Is this exact or approximate?

A: The calculation uses an exact factor.